học ngữ pháp tiếng nhật n5

Việc tự học ngữ pháp Tiếng Nhật của sinh viên năm thứ 2 Khoa Ngôn ngữ và Văn hóa Nhật Bản –Trường  Đại học Ngoại ngữ Huế

Việc tự học ngữ pháp Tiếng Nhật của sinh viên năm thứ 2 Khoa Ngôn ngữ và Văn hóa Nhật Bản –Trường Đại học Ngoại ngữ Huế

... trúc ngữ pháp khi giao tiếp cũng như khi viết bài “sakubun” Từ những suy nghĩ đó chúng tôi đã chọn đề tài “ Việc tự học ngữ pháp Tiếng Nhật của sinh viên năm thứ 2 Khoa Ngôn ngữ và Văn hóa Nhật ... bị kiến thức ngoại ngữ tốt chính là con đường giúp chúng ta hội nhập vào tiến trình quốc tế đó. Hiện nay, ngoài tiếng Anh, tiếng Pháp thì tiếng Hàn, tiếng Trung, và tiếng Nhật cũng đang dần dần ... nghiên cứu và tự thực hành. Ngữ pháp là một khía cạnh ngôn ngữ, một phần không thể thiếu trong từng câu bạn nói, nghe, đọc và viết. Vì thế, việc tự học ngữ pháp tiếng Nhật sẽ giúp cho sinh viên...

Ngày tải lên: 11/04/2013, 09:43

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Sách học ngữ pháp tiếng nhật - Minna no nihongo

Sách học ngữ pháp tiếng nhật - Minna no nihongo

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...

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