TB Điểm trúng tuyển hệ đại học chính quy năm 2019 (Diện xét tuyển dựa vào kết quả thi THPTQG)
Học viện Tài chính thông báo điểm trúng tuyển hệ đại học chính quy năm 2019 (diện xét tuyển dựa vào kết quả thi THPTQG) như sau:
![](data:image/png;base64,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Thí sinh tra cứu kết quả trúng tuyển từ 07h30 ngày 09/8/2019 [Xem tại đây]
Chương trình đào tạo liên kết mỗi bên cấp một bằng cử nhân (chương trình DDP) liên kết giữa Học viện Tài chính với Đại học Greenwich – Vương quốc Anh (các khối A00, A01, D01) có điểm trúng tuyển là 21,25 đối với diện xét tuyển dựa vào kết quả thi THPTQG năm 2019. Chương trình DDP tiếp tục nhận hồ sơ đăng ký từ ngày 09/8 – 20/8/2019 theo hai hình thức xét tuyển dựa vào kết quả thi THPTQG và xét tuyển thẳng học sinh giỏi dựa vào kết quả học tập THPT. Thông tin chi tiết xem tại địa chỉ website: www.iife.edu.vn (XEM TẠI ĐÂY)
Ghi chú:
1. Cách tính điểm xét tuyển:
- Đối với ngành Ngôn ngữ Anh (tổ hợp D01, Tiếng Anh là môn chính): Điểm xét tuyển = [Môn chính x hệ số 2 + Môn 2 + Môn 3] + [Điểm ƯT (KV, ĐT) × 4/3, làm tròn đến 2 chữ số thập phân];
- Đối với các ngành còn lại: Điểm xét tuyển = [Môn 1 + Môn 2 + Môn 3] + Điểm ƯT (KV, ĐT).
2. Tiêu chí phụ:
Trong trường hợp số thí sinh đạt ngưỡng điểm trúng tuyển vượt quá chỉ tiêu ngành xét tuyển, các thí sinh bằng điểm xét tuyển ở cuối danh sách phải xét thêm các tiêu chí phụ (hoặc điều kiện phụ) lần lượt như sau:
- Điểm môn Toán;
- Thứ tự nguyện vọng đăng ký xét tuyển của thí sinh.
HỘI ĐỒNG TUYỂN SINH