Sẽ chỉ có 1 điểm sàn đại học - cao đẳng
(SGGP). – Liên quan đến vấn đề điểm sàn ĐH-CĐ, thông tin mới nhất từ Thứ trưởng Bộ GD-ĐT Bùi Văn Ga cho biết, năm nay điểm sàn được xác định dựa vào năng lực tối thiểu mà thí sinh có thể học ĐH thể hiện qua kết quả thi “3 chung”, có thể gọi đó là ngưỡng tối thiểu để học sinh có thể học ĐH. Nhiều ý kiến đề nghị xác định ngưỡng này trên cơ sở phân tích phổ điểm kết quả thi của thí sinh. Theo cách tiếp cận mới cũng chỉ có 1 điểm sàn. Thứ trưởng Bùi Văn Ga cũng khẳng định, phương án 2 điểm sàn vừa ...
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