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Dưới đây là một vài câu hỏi có thể liên quan tới câu hỏi mà bạn gửi lên. Có thể trong đó có câu trả lời mà bạn cần!
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4 tháng 11 2021
Bài 2 có bắt buộc các số phải là cùng một số không
![](https://rs.olm.vn/images/avt/0.png?1311)
2 tháng 11 2021
ok câu 1 bài 2 kết quả:
091
câu2 bài 2 kết quả
7 01 còn câu 3 là 061
KK
2
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23 tháng 7 2018
Lấy 4 quả cam trong rổ chia cho 4 bạn rồi còn 1 quả trong rổ thì đưa cả quả cả rổ cho bạn thứ 5 là chia xong
![](https://rs.olm.vn/images/avt/0.png?1311)
13 tháng 3 2022
\(8x-16=44-4x\Leftrightarrow12x=60\Leftrightarrow x=5\)
\(-\dfrac{1}{24}\le\dfrac{x}{24}\le\dfrac{5}{24}\Leftrightarrow-1\le x\le5\)
\(x\in\left\{-1;0;1;2;3;4;5\right\}\)
![](https://rs.olm.vn/images/avt/0.png?1311)
11 tháng 11 2015
Bài toán này không có đáp án vì tuổi ông thuyền trưởng thì liên quan gì tới cừu!
![](https://rs.olm.vn/images/avt/0.png?1311)
2 tháng 10 2018
ôi dồi: lấy 5x với số lần 5 mà ta có là 5x 11+6+7= 55+13=68
![](https://rs.olm.vn/images/avt/0.png?1311)
15 tháng 4
Bn mai trồng cây phượng, bn lan tròng cây mai, bn phượng trồng cây lan
Cái này mik nghĩ thế chứ cx ko biết có đúng ko :)
hình vẽ tượng trưng thôi em vẽ lại kiểu như vậy và dùng thước kẻ đo cm đàng hoàng nhé!
![](data:image/png;base64,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)