Dạy học tiếng Anh ở các trường miền núi - những vấn đề đặt ra

Bài và ảnh: Lê Phong 20:16 16/12/2018

(Baothanhhoa.vn) - Hiện nay môn tiếng Anh đã được đưa vào dạy ở bậc phổ thông từ các trường tiểu học, THCS đến THPT. Tuy nhiên, do nhiều nguyên nhân nên chất lượng dạy và học môn học này trong các trường, đặc biệt là các trường thuộc khu vực miền núi vẫn thấp, chưa đáp ứng được yêu cầu thực tiễn.

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