Tổng số tuổi của ông và cháu là 71 tuổi.Biết rằng ông hơn cháu 61 tuổi.Tính tuổi của mỗi người?
Hãy nhập câu hỏi của bạn vào đây, nếu là tài khoản VIP, bạn sẽ được ưu tiên trả lời.
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Do mỗi người mỗi năm đều tăng một tuổi nên tổng số tuổi hiện nay của ông và cháu là:
71+4+4=79 (tuổi)
Sơ đồ tuổi hiện nay:
Tuổi cháu hiện nay là:
(79−61):2=9 (tuổi)
Tuổi ông hiện nay là:
9+61=70 (tuổi)
Đáp số: Ông: 70 tuổi;
Cháu: 9 tuổi.
![](https://rs.olm.vn/images/avt/0.png?1311)
Bài giải
Vì mỗi năm mỗi người tăng thêm 1 tuổi nên hiện tại, cháu vẫn kém ông 64 tuổi.
Số tuổi của ông hiện nay là :
( 68 + 64 ) : 2 = 66 ( tuổi )
Đáp số : 66 tuổi
Chúc bạn học tốt !!!
![](https://rs.olm.vn/images/avt/0.png?1311)
Hiệu số tuổi của ông và cháu không thay đổi theo thời gian
=> Tuổi ông hiện nay là :
( 68 + 64 ) : 2 = 66 ( tuổi )
Đáp số : 66 tuổi
\(HT\)
![](https://rs.olm.vn/images/avt/0.png?1311)
Số tuổi cháu là:Số tuổi cháu là:
(105 - 85) ÷ 2 = 10 (tuổi).(105 - 85) ÷ 2 = 10 (tuổi).
Số tuổi của ông và bố là:Số tuổi của ông và bố là:
105 - 10 = 95 (tuổi).105 - 10 = 95 (tuổi).
Số tuổi của ông là:Số tuổi của ông là: (95 + 25) ÷ 2 = 60 (tuổi).(95 + 25) ÷ 2 = 60 (tuổi).
Số tuổi của bố là:Số tuổi của bố là:
95 - 60 = 35 (tuổi).95 - 60 = 35 (tuổi).
Đáp số:
Cháu: 10 tuổi.Cháu: 10 tuổi.
Ông: 60 tuổi.Ông: 60 tuổi.
Bố: 35 tuổi.
![](https://rs.olm.vn/images/avt/0.png?1311)
Tuổi cháu hiện nay là:
`(65 - 59) : 2 = 3` (tuổi)
Đáp số: `3` tuổi
HT!
![](https://rs.olm.vn/images/avt/0.png?1311)
Tổng số tuổi của ông và cháu sau bốn năm nữa là:
\(93+4+4=101\left(tuổi\right)\)
Tuổi của ông sau bốn năm nữa là: \(\left(101+61\right):2=81\left(tuổi\right)\)
Tuổi của cháu sau 4 năm nữa là: \(\left(101-61\right):2=20\left(tuổi\right)\)
Tuổi số tuổi của ông và cháu sau 4 năm nữa là: 93 + 8 = 101(tuổi)
Số tuổi của ông sau 4 năm nữa là: (101 + 61) : 2 = 81(tuổi)
Số tuổi của cháu sau 4 năm nữa là : 101 - 81 = 20(tuổi)
Tuổi của ông là (71 + 61) : 2 = 66 (tuổi)
Tuổi của cháu là 66 - 61 = 5 (tuổi)
Vậy tuổi ông là 66, tuổi cháu là 5
Do mỗi năm mỗi người đều tăng 1 tuổi \(\rightarrow\) Tổng số tuổi của ông và cháu hiện nay là: \(\text{ 71+4+4=79 (tuổi)}\)
![](data:image/png;base64,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)
Ảnh được tham khảo thuộc nguồn Vietjack
Tuổi cháu hiện nay là:\(\text{(79−61):2=9 (tuổi)}\)
Tuổi ông hiện nay là:
\(\text{ 9+61=70 (tuổi)}\)