Thùng 1 có 19,5l dầu và thùng 2 có 18,5l dầu. Số dầu của hai thùng đó được chứa vào các chai, mỗi chai 0,75l dầu. Hỏi có nhiều nhất bao nhiêu chai dầu và còn thừa mấy lít dầu
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Số dầu đó của được số chai và thừa :
( 19,5 + 18,5 ) : 0,75 = 50 ( chai ) thừa 0,5 lít
Đáp số : 50 chai và thừa 0,5 lít
HT
![](https://rs.olm.vn/images/avt/0.png?1311)
Số dầu đó của được số chai và thừa :
( 19,5 + 18,5 ) : 0,75 = 50 ( chai ) thừa 0,5 lít
Đáp số : 50 cahi và thừa 0,5 lít
số l mật ong 9 chai có là:
1/2*9=9/21
Số l mật ong mỗi người được là :
9/2:4=18(l)
DS:18l
![](https://rs.olm.vn/images/avt/0.png?1311)
Tổng số lít dầu là :
21,5 + 18,5 = 40 ( l )
Có số chai dầu là :
40 : 0,75 = 53,33... ( l ) dư 0,0025 l
Đáp số 53,33... l dầu va dư 0,0025 l dầu
![](https://rs.olm.vn/images/avt/0.png?1311)
Có nhiều nhất số chai là
19,6 : 0,75 = 26 ( chai ) thừa 0,1 lít
Đáp số : 26 chai và thừa 0,1 lít dầu
Mk nhanh nhất đó
![](https://rs.olm.vn/images/avt/0.png?1311)
Cả hai chai chứ tất cả là
14,5 + 20,5 = 35 (l)
Chứa được nhiều nhất số chai là
35 : 0,75 = 46 chai dư 0,5l
Vậy chứa được nhiều nhất 46 chai và dư 0,5l
![](https://rs.olm.vn/images/avt/0.png?1311)
Tổng số lít dầu của cả hai thùng là :
\(21+15=36\) ( thùng )
Có tất cả số chai dầu là :
\(36\div0,75=48\)( chai )
Đáp số : \(48\)chai dầu
Số dầu tất cả Ɩà:
21 + 15 = 36 (l)
Số chai dầu tất cả Ɩà:
36 : 0,75 = 48 (chai)
Đáp số: 48 (chai)
![](https://rs.olm.vn/images/avt/0.png?1311)
Số dầu tất cả là:
21 + 15 = 36 (l)
Số chai dầu tất cả là:
36 : 0,75 = 48 (chai)
Đáp số: 48 (chai)
Tổng số dầu là: 21 + 15 = 36 lít
Số chai dầu tất cả là: 36 : 0,75 = 48 (chai)
Đáp số: 48 (chai)
Tham khảo:
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)