Hướng dẫn thêm câu hỏi có công thức Toán trên hệ thống study.hanoi.edu.vn bằng cách đưa hàng loạt
Để đưa câu hỏi lên hàng loạt và có sử dụng ảnh (Hoặc dùng ảnh thay cho công thức toán) các bạn có thể làm như sau
Lưu ý: Vì đa số học sinh sử dụng điện thoại làm bài nên các bức ảnh cần có kích thước nhỏ, ta không thể chụp toàn bộ câu hỏi trong Word thành một ảnh duy nhất, Như vậy khi làm bài câu hỏi sẽ bị khuất nhiều ra phần bên ngoài, Vì vậy chỉ lấy các công thức nhỏ có kích thước nhỏ. Cách làm như sau
Giả sử ta có bài tập trên Word như hình sau đây:
![](data:image/png;base64,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)
Các bạn nhấn chụp màn hình máy tính bằng nút Print Scr (cạnh phím F12), sau đó mở phần mềm Paint như hình dưới
Nhấn Ctrl +V để dán ảnh chụp màn hình vào đây, ta được như sau
Thực hiện theo thứ tự 1- Nhấn Select; 2- Chọn khu vực chép ảnh; 3- Nhấn tổ hợp Ctrl + C để chép khu vực ảnh đó.
Mở tập tin mẫu nhập câu hỏi (
Download ở đây ) rồi dán ảnh vừa chép bằng Ctrl + V vào chỗ cần chèn công thức như hình sau
Làm tương tự với phần đáp án cũng có thể dán ảnh bằng cách đó.
Cứ làm như thế cho đến hết các câu hỏi còn lại (Không giới hạn số lượng câu hỏi), Sau đó lưu lại file này để chuẩn bị xuất lên hệ thống Study
Xuất câu hỏi lên hệ thống như sau, Vào mục Tạo câu hỏi ---> Import câu hỏi như hình
Ta được màn hình nhập câu hỏi hàng loạt như sau
![](data:image/png;base64,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)
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