Bộ Công an chốt lịch thi đánh giá để tuyển sinh đại học vào ngày 7/7

15:37 09/04/2024

Đề thi gồm hai phần: Phần trắc nghiệm (lĩnh vực Khoa học tự nhiên, Khoa học xã hội và Ngôn ngữ Anh) và phần tự luận (Toán hoặc Ngữ văn). Tổng thời gian làm bài là 180 phút.

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