Phổ điểm các môn thi tốt nghiệp THPT 2020: Điểm các môn tập trung nhiều nhất ở khoảng 5,5 đến 7,5 điểm.

Mai Loan

06:13 - 27/08/2020

Bộ GD&ĐT vừa công bố phổ điểm các môn thi tốt nghiệp THPT và phổ điểm theo tổ hợp xét tuyển đại học. Theo phổ điểm này, điểm các môn thi tập trung nhiều nhất ở khoảng 5,5 đến 7,5 điểm.

Tra cứu điểm thi <a href="https://khoahocdoisong.vn/diemthi">TẠI ĐÂY</a> Theo phổ điểm các môn thi tốt nghiệp THPT 2020 mà Bộ GD&ĐT vừa công bố, điểm các môn thi tập trung nhiều nhất ở khoảng từ 5,5 đến 7,5 điểm. Cụ thể, môn Vật lý và Hóa học, điểm trung bình môn Vật lý rơi vào 6,72 điểm. Môn Hóa học, điểm số có nhiều thí sinh đạt nhất là 7,75 điểm. Trong khi đó, môn Toán, điểm số có nhiều thí sinh đạt nhất nhích hơn, ở mức 7,8 điểm. Môn Ngữ văn, với một đề được đánh giá là "mở", điểm số có nhiều thí sinh đạt nhất là 7 điểm.  Cụ thể, phổ điểm như sau:  PHỔ ĐIỂM THEO MÔN: BÁO CÁO PHÂN TÍCH KẾT QUẢ KỲ THI TỐT NGHIỆP TRUNG HỌC PHỔ THÔNGNĂM 2020 <ol style="list-style-type:upper-roman;"> <li>MÔN TOÁN </li> </ol> <img alt="" 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" /> <table border="1" cellpadding="0" cellspacing="0" style="width:755px;" width="755"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.2 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 47 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 134 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 292 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 668 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1212 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2189 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3092 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4421 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5642 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6792 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7725 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8452 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9190 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.6 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9645 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10573 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11330 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12248 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13107 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 14400 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15475 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 16719 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18136 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19609 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20981 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 22363 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 23502 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 24943 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 26287 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 28088 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 29894 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 31927 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 34273 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 36783 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 39596 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 41075 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 41868 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 41567 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 40297 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 38260 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 35625 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 32792 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 27237 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19433 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11086 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4669 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1542 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 273 </td> </tr> </tbody> </table>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 845473 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 6.676117 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 7 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 195 (0.02%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 153367 (18%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 7.8 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Toán của cả nước năm 2020 cho thấy: Có 845473 thí sinh tham gia thi bài thi Toán trong đó điểm trung bình là 6,68 điểm, điểm trung vị là 7 điểm; điểm số có nhiều thí sinh đạt nhất là 7,8 điểm. Số thí sinh có điểm <= 1 là 195 (chiếm tỷ lệ 0,02%); số thí sinh đạt điểm dưới trung bình là 153367 (chiếm tỷ lệ 18%); có 273 thí sinh đạt điểm 10. <ol style="list-style-type:upper-roman;"> <li value="2">MÔN NGỮ VĂN</li> </ol> <img alt="" 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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:701px;" width="701"> <tbody> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Điểm </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 0 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 0.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 0.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 0.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 2 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 2.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 2.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 2.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Số lượng </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 19 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 13 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 22 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 41 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 24 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 138 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 191 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 248 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 509 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 761 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1225 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1759 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3083 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3722 </td> </tr> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Điểm </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 3.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 4 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 4.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 4.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 4.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 5.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 5.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 5.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 6 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 6.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 6.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Số lượng </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 5920 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7107 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 10833 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 10898 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 14828 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 14052 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 25382 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 23895 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 36092 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 38225 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 56848 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 54355 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 72566 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 65718 </td> </tr> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Điểm </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 8 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 8.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 8.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 8.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 9 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 9.25 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 9.5 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 9.75 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 10 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> </td> </tr> <tr> <td nowrap="nowrap" style="width:66px;height:28px;"> Số lượng </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 80282 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 60025 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 67193 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 48900 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 49475 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 28706 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 24938 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 12810 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 7348 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 1946 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 624 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 41 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> 2 </td> <td nowrap="nowrap" style="width:45px;height:28px;"> </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;">  Tổng số thí sinh </td> <td style="width:236px;"> 830764 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 6.616373 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 6.75 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 119 (0.01%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 75779 (9%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 7 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Ngữ văn của cả nước năm 2020 cho thấy: Có 830764 thí sinh tham gia thi bài thi Ngữ văn trong đó điểm trung bình là 6,62 điểm, điểm trung vị là 6,75 điểm; điểm số có nhiều thí sinh đạt nhất là 7 điểm. Số thí sinh có điểm <= 1 là 119 (chiếm tỷ lệ 0,01%); số thí sinh đạt điểm dưới trung bình là 75779 (chiếm tỷ lệ 9%); có 2 thí sinh đạt điểm 10.   <ol style="list-style-type:upper-roman;"> <li value="3">MÔN VẬT LÝ</li> </ol> <img alt="" src="data:image/png;base64,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" /> <table border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 69 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 170 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 292 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 485 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 801 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1146 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1560 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2099 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2555 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3100 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3570 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4321 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4903 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5627 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6403 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7350 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8387 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9498 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10706 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12252 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13590 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15260 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 17063 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19295 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 21386 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 22986 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 23214 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 21588 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18290 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13406 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8314 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4588 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1847 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 541 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 136 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 286847 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 6.723279 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 7 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 39 (0.01%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 37140 (13%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 7.75 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Vật lí của cả nước năm 2020 cho thấy: Có 286847 thí sinh tham gia thi môn Vật lí trong đó điểm trung bình là 6,72 điểm, điểm trung vị là 7 điểm; điểm số có nhiều thí sinh đạt nhất là 7,75 điểm. Số thí sinh có điểm <= 1 là 39 (chiếm tỷ lệ 0,01%); số thí sinh đạt điểm dưới trung bình là 37140 (chiếm tỷ lệ 13%); có 10 thí sinh đạt điểm 10. <ol style="list-style-type:upper-roman;"> <li value="4">MÔN HÓA HỌC</li> </ol> <img alt="" src="data:image/png;base64,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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 42 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 94 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 205 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 381 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 637 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 969 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1443 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2113 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2796 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3658 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4636 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5605 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6522 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7381 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8246 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9034 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9569 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10234 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10996 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11406 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12194 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13167 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 14397 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15801 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 17587 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19810 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20998 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20764 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18337 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 14726 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10677 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6916 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4079 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2135 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1074 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 399 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 289066 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 6.710439 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 7 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 38 (0.01%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 44766 (15.49%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 7.75 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Hóa học của cả nước năm 2020 cho thấy: Có 289066 thí sinh tham gia thi môn Hóa học trong đó điểm trung bình là 6,71 điểm, điểm trung vị là 7 điểm; điểm số có nhiều thí sinh đạt nhất là 7,75 điểm. Số thí sinh có điểm <= 1 là 38 (chiếm tỷ lệ 0,01%); số thí sinh đạt điểm dưới trung bình là 44766 (chiếm tỷ lệ 15,49%); có 399 thí sinh đạt điểm 10.   <ol style="list-style-type:upper-roman;"> <li value="5">SINH HỌC</li> </ol> <img alt="" src="data:image/png;base64,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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 22 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 40 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 99 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 207 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 360 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 679 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1189 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2002 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3067 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4489 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6132 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8529 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11042 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13600 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15974 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18263 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20367 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 21468 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 21401 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20961 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20085 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18144 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15747 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13514 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10817 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8642 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6578 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4966 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3976 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3120 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2552 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2031 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1654 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1174 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 702 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 328 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 121 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 284063 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 5.595333 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 5.5 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 43 (0.02%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 85715 (30.17%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 5.25 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Sinh học của cả nước năm 2020 cho thấy: Có 284063 thí sinh tham gia thi môn Sinh học trong đó điểm trung bình là 5,59 điểm, điểm trung vị là 5,5 điểm; điểm số có nhiều thí sinh đạt nhất là 5,25 điểm. Số thí sinh có điểm <= 1 là 43 (chiếm tỷ lệ 0,02%); số thí sinh đạt điểm dưới trung bình là 85715 (chiếm tỷ lệ 30,17%); có 121 thí sinh đạt điểm 10.   <ol style="list-style-type:upper-roman;"> <li value="6">LỊCH SỬ</li> </ol> <img alt="" src="data:image/png;base64,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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 28 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 66 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 266 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 579 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1243 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2417 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4411 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7246 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11047 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15584 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20459 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 25365 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 29842 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 33466 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 35288 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 36539 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 36211 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 34642 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 32693 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 30277 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 27362 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 24745 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 21824 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19356 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 16786 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 14522 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12536 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10851 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9267 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8285 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6986 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6139 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5500 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4694 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3654 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2294 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1129 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 371 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 553987 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 5.191685 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 5 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 111 (0.02%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 260074 (46.95%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 4.5 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Lịch sử của cả nước năm 2020 cho thấy: Có 553987 thí sinh tham gia thi môn Lịch sử trong đó điểm trung bình là 5,19 điểm, điểm trung vị là 5 điểm; điểm số có nhiều thí sinh đạt nhất là 4,5 điểm. Số thí sinh có điểm <= 1 là 111 (chiếm tỷ lệ 0,02%); số thí sinh đạt điểm dưới trung bình là 260074 (chiếm tỷ lệ 46,95%); có 371 thí sinh đạt điểm 10.   <ol style="list-style-type:upper-roman;"> <li value="7">ĐỊA LÍ</li> </ol> <img alt="" src="data:image/png;base64,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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 110 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 26 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 51 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 111 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 194 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 291 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 493 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 759 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1064 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1455 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1933 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2693 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3494 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4873 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6827 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9209 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12358 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 16042 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20722 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 26024 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 31450 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 37309 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 42616 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 46613 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 49040 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 49487 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 46148 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 40137 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 31875 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 23069 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 15126 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8959 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5019 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2683 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1489 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 755 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 248 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 540775 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 6.781471 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 7 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 133 (0.02%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 33606 (6.21%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 7.25 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Địa lí của cả nước năm 2020 cho thấy: Có 540775 thí sinh tham gia thi môn Địa lí trong đó điểm trung bình là 6,78 điểm, điểm trung vị là 7 điểm; điểm số có nhiều thí sinh đạt nhất là 7,25 điểm. Số thí sinh có điểm <= 1 là 133 (chiếm tỷ lệ 0,02%); số thí sinh đạt điểm dưới trung bình là 33606 (chiếm tỷ lệ 6,21%); có 248 thí sinh đạt điểm 10.   VIII. GIÁO DỤC CÔNG DÂN <img alt="" src="data:image/png;base64,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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:632px;" width="632"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.25 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 35 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 20 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 38 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 54 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 87 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 100 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 138 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 190 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.75 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 286 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 381 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 556 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 736 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1018 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1485 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1981 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2625 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3521 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4558 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6124 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8000 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10531 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13584 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.25 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.75 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 17606 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 22626 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 28311 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 34321 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 40214 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 45912 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 49198 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 49618 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 45553 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 37234 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 25450 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13305 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4163 </td> <td nowrap="nowrap" style="width:41px;height:17px;">   </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 469587 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 8.141845 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 8.25 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 41 (0.00%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 5152 (1.10%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 8.75 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Giáo dục công dân của cả nước năm 2020 cho thấy: Có 469587 thí sinh tham gia thi môn Giáo dục công dân trong đó điểm trung bình là 8,14 điểm, điểm trung vị là 8,25 điểm; điểm số có nhiều thí sinh đạt nhất là 8,75 điểm. Số thí sinh có điểm <= 1 là 41 (chiếm tỷ lệ 0,00%); số thí sinh đạt điểm dưới trung bình là 5152 (chiếm tỷ lệ 1,10%); có 4163 thí sinh đạt điểm 10.     IX. TIẾNG ANH <img alt="" src="data:image/png;base64,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" /> <table border="1" cellpadding="0" cellspacing="0" style="width:755px;" width="755"> <tbody> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 0.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.2 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 30 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 102 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 392 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1099 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2263 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4431 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8283 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12427 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18461 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 24565 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 29001 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 33167 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 35670 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 37285 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.6 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 37335 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 36730 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 35597 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 34627 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 32682 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 31295 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 29713 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 27816 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 26106 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 23932 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 22050 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 19904 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 18173 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 16453 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 14850 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 13674 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 12482 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Điểm </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.2 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.4 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.6 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9.8 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10 </td> </tr> <tr> <td nowrap="nowrap" style="width:57px;height:17px;"> Số lượng </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 11427 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10650 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 10106 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9461 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 9403 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8779 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8543 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 8062 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 7478 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 6653 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 5735 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 4532 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 3325 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 2253 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 1367 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 672 </td> <td nowrap="nowrap" style="width:41px;height:17px;"> 225 </td> </tr> </tbody> </table>   <table border="1" cellpadding="0" cellspacing="0" style="width:609px;" width="609"> <tbody> <tr> <td style="width:373px;"> Tổng số thí sinh </td> <td style="width:236px;"> 749285 </td> </tr> <tr> <td style="width:373px;"> Điểm trung bình </td> <td style="width:236px;"> 4.577867 </td> </tr> <tr> <td style="width:373px;"> Điểm trung vị </td> <td style="width:236px;"> 4.2 </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm <=1 </td> <td style="width:236px;"> 543 (0.07%) </td> </tr> <tr> <td style="width:373px;"> Số thí sinh đạt điểm dưới trung bình (<5) </td> <td style="width:236px;"> 472990 (63.13%) </td> </tr> <tr> <td style="width:373px;"> Điểm số có nhiều thí sinh đạt nhất </td> <td style="width:236px;"> 3.4 </td> </tr> </tbody> </table>   Kết quả phân tích phổ điểm thi tốt nghiệp THPT môn Tiếng Anh của cả nước năm 2020 cho thấy: Có 749285 thí sinh tham gia thi môn Tiếng Anh trong đó điểm trung bình là 4,58 điểm, điểm trung vị là 4,2 điểm; điểm số có nhiều thí sinh đạt nhất là 3,4 điểm. Số thí sinh có điểm <= 1 là 543 (chiếm tỷ lệ 0,07%); số thí sinh đạt điểm dưới trung bình là 472990 (chiếm tỷ lệ 63,13%); có 225 thí sinh đạt điểm 10. PHỔ ĐIỂM THEO KHỐI: <div> PHỔ ĐIỂM CỦA MỘT SỐ TỔ HỢP XÉT TUYỂN ĐẠI HỌC, CAO ĐẲNG NĂM 2020 <ol> <li>Tổ hợp 03 môn xét tuyển: Toán, Vật lí, Hóa học</li> </ol> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:100.84%;" width="100%"> <tbody> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:5.8%;height:20px;"> <=1 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=2 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=3 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=4 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=5 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=6 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=7 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=8 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=9 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=10 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=11 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=12 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=13 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=14 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=15 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:5.8%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 3 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 22 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 100 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 247 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 390 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 508 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 799 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 1217 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 1949 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 3024 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 4460 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:5.8%;height:20px;"> <=16 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=17 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=18 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=19 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=20 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=21 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=22 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=23 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=24 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=25 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=26 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=27 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=28 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=29 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> <=30 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:5.8%;height:20px;"> 6639 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 9454 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 13149 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 17775 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 23602 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 29315 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 33912 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 36274 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 35980 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 30413 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 20845 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 10400 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 3583 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 744 </td> <td nowrap="nowrap" style="width:6.0%;height:20px;"> 48 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> <img alt="" 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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:434px;" width="434"> <tbody> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng số thí sinh </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 284854 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung bình </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 21.46 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung vị </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 21.9 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng điểm có nhiều thí sinh đạt nhất </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 23 </td> </tr> </tbody> </table> <div style="clear:both;"> </div>           Kết quả phân tích điểm thi theo tổ hợp 03 môn xét tuyển Toán, Vật lí, Hóa học cho thấy: Điểm trung bình là 21,46 điểm, điểm trung vị là 21,9 điểm; tổng điểm có nhiều thí sinh đạt nhất là 23 điểm.                       </div> <ol> <li value="2">Tổ hợp 03 môn xét tuyển: Toán, Hóa học, Sinh học</li> </ol> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:100.84%;" width="100%"> <tbody> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=1 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=2 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=3 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=4 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=5 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=6 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=7 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=8 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=9 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=10 </td> <td nowrap="nowrap" style="width:5.84%;height:20px;"> <=11 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=12 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=13 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=14 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=15 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 9 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 13 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 44 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 127 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 243 </td> <td nowrap="nowrap" style="width:5.84%;height:20px;"> 487 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 983 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 1978 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 3777 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 6531 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=16 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=17 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=18 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=19 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=20 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=21 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=22 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=23 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=24 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> <=25 </td> <td nowrap="nowrap" style="width:5.84%;height:20px;"> <=26 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=27 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=28 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=29 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> <=30 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.16%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 10581 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 15914 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 21513 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 27082 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 33076 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 36954 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 37945 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 33500 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 23912 </td> <td nowrap="nowrap" style="width:6.3%;height:20px;"> 14179 </td> <td nowrap="nowrap" style="width:5.84%;height:20px;"> 7893 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 4367 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 2049 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 712 </td> <td nowrap="nowrap" style="width:5.98%;height:20px;"> 140 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> <img alt="" 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" />   <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:434px;" width="434"> <tbody> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng số thí sinh </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 284011 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung bình </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 20.36 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung vị </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 20.55 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng điểm có nhiều thí sinh đạt nhất </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 22 </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   Kết quả phân tích điểm thi theo tổ hợp 03 môn xét tuyển Toán, Hóa học, Sinh học cho thấy: Điểm trung bình là 20,36 điểm, điểm trung vị là 20,55 điểm; tổng điểm có nhiều thí sinh đạt nhất là 22 điểm.   <ol> <li value="3">Tổ hợp 03 môn xét tuyển: Ngữ văn, Lịch sử, Địa lí</li> </ol> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:101.1%;" width="101%"> <tbody> <tr> <td nowrap="nowrap" style="width:7.14%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=1 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=2 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=3 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=4 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=5 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=6 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=7 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=8 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=9 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=10 </td> <td nowrap="nowrap" style="width:5.38%;height:20px;"> <=11 </td> <td nowrap="nowrap" style="width:5.72%;height:20px;"> <=12 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=13 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=14 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=15 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.14%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 4 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 5 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 4 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 24 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 59 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 157 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 537 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 1209 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 2427 </td> <td nowrap="nowrap" style="width:5.38%;height:20px;"> 4527 </td> <td nowrap="nowrap" style="width:5.72%;height:20px;"> 7834 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 12595 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 20140 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 30317 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.14%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=16 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=17 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=18 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=19 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=20 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=21 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=22 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=23 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=24 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=25 </td> <td nowrap="nowrap" style="width:5.38%;height:20px;"> <=26 </td> <td nowrap="nowrap" style="width:5.72%;height:20px;"> <=27 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=28 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=29 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> <=30 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.14%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 42847 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 55778 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 64916 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 67290 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 62951 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 52895 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 40653 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 29285 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 19418 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 12123 </td> <td nowrap="nowrap" style="width:5.38%;height:20px;"> 7260 </td> <td nowrap="nowrap" style="width:5.72%;height:20px;"> 3555 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 1304 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 162 </td> <td nowrap="nowrap" style="width:6.28%;height:20px;"> 3 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> <img alt="" 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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:434px;" width="434"> <tbody> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng số thí sinh </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 540279 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung bình </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 18.50 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung vị </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 18.5 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng điểm có nhiều thí sinh đạt nhất </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 19 </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   Kết quả phân tích điểm thi theo tổ hợp 03 môn xét tuyển Ngữ văn, Lịch sử, Địa lí cho thấy: Điểm trung bình là 18,5 điểm, điểm trung vị là 18,5 điểm; tổng điểm có nhiều thí sinh đạt nhất là 19 điểm.   <ol> <li value="4">Tổ hợp 03 môn xét tuyển: Toán, Ngữ văn, Tiếng Anh</li> </ol> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:102.6%;" width="102%"> <tbody> <tr> <td nowrap="nowrap" style="width:7.04%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=1 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=2 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=3 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=4 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=5 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=6 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=7 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=8 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=9 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=10 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=11 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=12 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=13 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=14 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=15 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.04%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 11 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 107 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 503 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 1697 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 3959 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 7263 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 11720 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 17660 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 25895 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 35693 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 47105 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.04%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=16 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=17 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=18 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=19 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=20 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=21 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=22 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=23 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=24 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=25 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=26 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=27 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=28 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=29 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> <=30 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.04%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 57681 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 67978 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 74461 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 77686 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 75576 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 66345 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 54526 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 42061 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 31831 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 23423 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 14368 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 6412 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 1480 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 85 </td> <td nowrap="nowrap" style="width:6.2%;height:20px;"> 0 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> <img alt="" 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" /> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:434px;" width="434"> <tbody> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng số thí sinh </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 745527 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung bình </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 18.19 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung vị </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 18.3 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng điểm có nhiều thí sinh đạt nhất </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 19 </td> </tr> </tbody> </table> <div style="clear:both;"> </div>   Kết quả phân tích điểm thi theo tổ hợp 03 môn xét tuyển Toán, Ngữ văn, Tiếng Anh cho thấy: Điểm trung bình là 18,19 điểm, điểm trung vị là 18,3 điểm; tổng điểm có nhiều thí sinh đạt nhất là 19 điểm   <ol> <li value="5">Tổ hợp 03 môn xét tuyển: Toán, Vật lí, Tiếng Anh</li> </ol> <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:100.66%;" width="100%"> <tbody> <tr> <td nowrap="nowrap" style="width:7.18%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=1 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=2 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=3 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=4 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=5 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=6 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=7 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=8 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=9 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=10 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=11 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=12 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=13 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=14 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=15 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.18%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 0 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 1 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 2 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 13 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 72 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 187 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 310 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 544 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 1046 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 1786 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 3106 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 4936 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 7480 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.18%;height:20px;"> Điểm </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=16 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=17 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=18 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=19 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=20 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=21 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=22 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=23 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=24 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=25 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=26 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=27 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=28 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=29 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> <=30 </td> </tr> <tr> <td nowrap="nowrap" style="width:7.18%;height:20px;"> Số lượng </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 11381 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 16399 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 22322 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 28684 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 33515 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 34999 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 32112 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 26554 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 19766 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 14691 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 9671 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 5411 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 1695 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 207 </td> <td nowrap="nowrap" style="width:6.18%;height:20px;"> 6 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> <img alt="" 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" />   <table align="center" border="1" cellpadding="0" cellspacing="0" style="width:434px;" width="434"> <tbody> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng số thí sinh </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 276896 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung bình </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 20.07 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Trung vị </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 20.2 </td> </tr> <tr> <td nowrap="nowrap" style="width:293px;height:26px;"> Tổng điểm có nhiều thí sinh đạt nhất </td> <td nowrap="nowrap" style="width:141px;height:26px;"> 21 </td> </tr> </tbody> </table> <div style="clear:both;"> </div> Kết quả phân tích điểm thi theo tổ hợp 03 môn xét tuyển Toán, Vật lí, Tiếng Anh cho thấy: Điểm trung bình là 20,07 điểm, điểm trung vị là 20,2 điểm; tổng điểm có nhiều thí sinh đạt nhất là 21 điểm.

Theo Bộ Giáo dục

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Bộ GD&ĐT: Đề thi tốt nghiệp THPT đợt 2 đảm bảo độ khó dễ tương đương đề đợt 1

Giáo dục

14:01 - 26/08/2020

Những lỗi sai thí sinh thi tốt nghiệp THPT cần rút kinh nghiệm

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09:00 - 21/08/2020

Xét tuyển học bạ trước khi biết điểm thi tốt nghiệp: Tranh thủ "thời điểm vàng"

Giáo dục

15:24 - 24/08/2020

phổ điểm phổ điểm thi tốt nghiệp THPT phổ điểm thi tốt nghiệp THPT 2020 thi tốt nghiệp THPT điểm thi

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Bộ GD&ĐT công bố phổ điểm 5 tổ hợp xét tuyển đại học

Trao tặng bộ sách “Tiếng Việt dành cho người nước ngoài” cho Đại sứ quán Hoa Kỳ

Đẩy mạnh hoạt động khởi nghiệp đổi mới sáng tạo trong sinh viên

Sinh viên VinUni được tạo cơ hội nghiên cứu KHCN ngay từ năm nhất đại học.

Nghiên cứu ở bậc đại học càng sớm càng tốt: Vì sao và Như thế nào?

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Cả 5 học sinh Việt Nam dự Olympic Vật lí Quốc tế 2022 đều đoạt giải. Trong đó, có 03 Huy chương Vàng, 01 Huy chương Bạc, 01 Huy chương Đồng.

Lễ Ra mắt Trung tâm Nghiên cứu Sức khỏe Thông minh VinUni-Illinois (VISHC) có sự tham gia của đại diện Lãnh đạo Trường Đại học VinUni và Đại học Illinois Urbana-Champaign (UIUC).

Ra mắt "Trung tâm Nghiên cứu Sức khỏe Thông minh" tại Đại học VinUni

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21:03 - 14/07/2022

Đại học VinUni (VinUni) và Đại học Illinois Urbana-Champaign (UIUC) - Mỹ - đã chính thức công bố ra mắt Trung tâm Nghiên cứu Sức khỏe Thông minh VinUni-Illinois (VISHC), hợp tác hoạt động trong lĩnh vực công nghệ sinh học và khoa học dữ liệu.

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16:38 - 12/07/2022

Hòa nhạc Giáo dục "Classical Wonderland" với sự tham gia của Dàn nhạc Giao Hưởng Việt Nam, nhạc trưởng Honna Tetsuji, nghệ sĩ piano Nguyễn Thái Hà, cùng những người chiến thắng từ VYMI EduConcert Piano Audition 2022 vừa diễn ra tại Nhà hát Lớn Hà Nội. Chương trình nằm trong Dự án mang Âm nhạc cổ điển đến với cộng đồng của thành phố Hà Nội.

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Sáng 11/7, Sở GD&ĐT TPHCM công bố điểm chuẩn vào lớp 10 công lập năm học 2022-2023.

Lực lượng Công an TP Cần Thơ vận chuyển đề thi tại kỳ thi tốt nghiệp THPT 2022. Ảnh: CA LINH

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19:02 - 10/07/2022

Liên quan đến lộ trình thay đổi kỳ thi tốt nghiệp THPT trong thời gian tới, Thứ trưởng Nguyễn Hữu Độ cho hay Bộ Giáo dục và Đào tạo (GD&ĐT) sẽ thông báo sớm về công tác thi với chương trình phổ thông mới.

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15:15 - 09/07/2022

Ngày 9/7, Sở Giáo dục và đào tạo Hà Nội đã duyệt điểm chuẩn vào lớp 10 các trường THPT chuyên năm học 2022-2023.

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11:23 - 09/07/2022

Theo kế hoạch, các sở Giáo dục và Đào tạo (GD&ĐT) sẽ công bố điểm thi tốt nghiệp THPT năm 2022 vào ngày 24/7. Thí sinh thực hiện phúc khảo bài thi từ 24/7 - 3/8/2022

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16:34 - 08/07/2022

Theo đánh giá của các giáo viênđến từ nhóm HAD-TEK, đề thi môn Toán tốt nghiệp THPT 2022 có nhiều câu lạ, vận dụng cao, phổ điểm sẽ rơi vào khoảng từ 5-7.

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16:00 - 08/07/2022

Ngày 8/7, với mục tiêu đóng góp cho sự nghiệp giáo dục đào tạo và phát triển nguồn nhân lực tại Việt Nam và góp phần mang lại hạnh phúc cho mỗi cá nhân và toàn xã hội, Quỹ Toyota Việt Nam đã tiến hành bàn giao điểm trường Lũng Lâu, thuộc trường Tiểu học & Trung học cơ sở Vần Dính tại huyện Hà Quảng, tỉnh Cao Bằng.