Chiều ngày 28 tháng 6 năm 2021, Sở GD và ĐT Hà Nội công bố điểm chuẩn vào lớp 10, theo căn cứ đó, điểm chuẩn nguyện vọng 1 của trường THPT Hoài Đức A là 38.25. Số thí sinh trúng tuyển là 630. Trong đó thủ khoa là em Nguyễn Tấn Dũng, Trường THCS Sơn Đồng với số điểm là 55.70. Tổng số thí sinh có điểm từ 54 điểm trở lên (trung bình từ 9.0 điểm) là 9 em. Tổng số thí sinh có điểm từ 48 điểm trở lên (trung bình từ 8.0 điểm) là 234 em.
TOP 05 HỌC SINH CÓ TỔNG ĐIỂM XÉT TUYỂN CAO NHẤT:
![Nhấn vào ảnh để phóng to](data:image/png;base64,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)
Về dự kiến xếp lớp, nhà trường dự kiến chia làm 14 lớp.
Về dự kiến chia ban, nhà trường dự kiến chia thành 06 ban cơ bản :
+Ban A ( Toán, lý, Hóa);
+ Ban B ( Toán, Hóa , Sinh);
+ Ban C (Văn, Sử, Địa);
+Ban A1( Toán, lý, Anh);
+ Ban D1 ( Văn , Toán, Anh);
+ Ban D7 ( Toán, Hóa, Anh) theo nguyện vọng đăng kí của học sinh.
+ Nhà trường cũng dự kiến xây dựng mỗi Ban 01-02 lớp chọn.
+ Đồng thời nhà trường cũng dự kiến xây dựng lớp chất lượng cao căn cứ năng lực và nhu cầu đăng kí của phụ huynh và học sinh.
Học sinh sẽ nộp hồ sơ và đăng kí ban, đăng kí nguyện vọng vào lớp chọn, lớp chất lượng cao ngay sau khi có thông báo cụ thể của ban tuyển sinh nhà trường.
+ Cụ thể, Ban A sẽ gồm các môn ( Toán, Lý, Hóa) thuộc ban khoa học tự nhiên. Để học tốt Ban A các em phải có tư duy tốt về các môn tự nhiên, say mệ khoa học. Với ban A, sau này các em sẽ có thể lựa chọn đa dạng vào các trường thuộc khối kĩ thuật, công nghệ, khoa học, kinh tế, xây dựng, giáo dục…
+Ban B gồm tổ hợp môn Toán, Hóa , Sinh . Với khối thi này các em có thể lựa chọn các ngành nghề thuộc khối khoa học tự nhiên, công nghệ sinh học, ngành y bác sĩ, ngành dược…
+ Ban C gồm có các môn Văn, Sử, Địa. Ban này phù hợp với các bạn có năng lực các môn xã hội, với sự lựa chọn ngành nghề đa dạng: Báo chí, các ngành khoa học xã hội, Luật, sư phạm…
+ Ban A1 gồm tổ hợp môn ( Toán, Lý, Anh), ban A1 phù hợp với các bạn năng động, yêu thích môn ngoại ngữ và các môn tự nhiên. Với khối thi này các em cũng có sự lựa chọn đa dạng các ngành nghề thuộc khối kĩ thuật, công nghệ, khoa học, kinh tế, xây dựng, giáo dục…
+ Ban D1 bao gồm tổ hợp môn ( Văn , Toán, Anh) thuộc ban khoa học xã hội. Khối thi này phù hợp với các bạn yêu thích các ngành Kinh tế, ngoại giao, báo chí, giáo dục, tài chính- kế toán, Luật, các ngành khoa học xã hội…
+ Ban D7 ( Toán, Hóa, Anh) phù hợp với các bạn yêu công nghệ hóa học, sinh học thích khám phá. Sự lựa chọn ngành nghề cũng rất đa dạng khối kĩ thuật, công nghệ, khoa học, kinh tế, xây dựng, giáo dục…
Về kế hoạch cụ thể, Nhà trường sẽ có thông báo chi tiết trong “ Hướng dẫn tuyển sinh vào lớp 10 của trường THPT Hoài Đức A năm học 2021 - 2022".
Về thông tin liên hệ
- Đường dây nóng tư vấn tuyển sinh: 02433995974; 0961956866
- Mọi thông tin mới nhất sẽ liên tục được cập nhật trên trang Web của nhà trường
Thầy và trò trường THPT Hoài Đức A chúc mừng các em đã vượt vũ môn thành công. Nhà trường rất vui mừng và tự hào chào đón các em- thế hệ học sinh K55, sẽ tiếp tục phát huy trang sử vàng truyền thống vẻ vang của nhà trường. Nhiệt liệt chào đón các em.