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)
TK :
gọi a là số học sinh diểu hành ma x:12;x:15;x:18 và nằm trong khoảng tu 350 đến 400 nên x thuộc BCNN(12;15;18)
12=4.3
15=3.5
18=2.9
BCNN(12;15;18)=4.9.5=180
BC(12;15;18)=B(180)={0,180,540,720}
vậy số học sinh là 540
![](https://rs.olm.vn/images/avt/0.png?1311)
Gọi số học sinh của khối đó là \(x\); \(x\) \(\in\) N; 350 ≤ \(x\) ≤ 400
Theo bài ra ta có: \(x\) - 7 ⋮ 12; 15; 18
⇒ \(x\) - 7 \(\in\) BC(12; 15; 18)
12 = 22.3; 15 = 3.5; 18 = 2.32
BCNN(12; 15; 18) = 22.32.5 = 180
\(x-7\) \(\in\) B(180) ={0; 180; 360; 540;..;}
\(x\in\) { 7; 187; 367; 547;...;}
Vì 350 ≤ \(x\le\) 400
\(x\) = 367
Vậy khối đó có 367 học sinh tham gia diễu hành.
![](https://rs.olm.vn/images/avt/0.png?1311)
gọi a là số học sinh diểu hành ma x:12;x:15;x:18 và nằm trong khoảng tu 350 đến 400 nên x thuộc BCNN(12;15;18)
12=4.3
15=3.5
18=2.9
BCNN(12;15;18)=4.9.5=180
BC(12;15;18)=B(180)={0,180,540,720}
vậy số học sinh là 540
![](https://rs.olm.vn/images/avt/0.png?1311)
Gọi số học sinh cần tìm là a.
Ta có : a chia 12 ; 15 ; 18 đều dư 7
=> a - 7 chia hết cho 12 ; 15 ; 18
=> a - 7 thuộc BC ( 12 ; 15 ; 18 )
12 = 22 . 3
15 = 3 . 5
18 = 2 . 32
BCNN ( 12 ; 15 ; 18 ) = 22 . 32 . 5 = 180
=> BC ( 12 ; 15 ; 18 ) = B ( 180 ) = { 0 ; 180 ; 360 ; 540 ; .... }
Mà a - 7 thuộc BC ( 12 ; 15 ; 18 ) và 350 <= a-7 <= 400 ( <= nhỏ hơn hoặc = )
=> a - 7 = 360
=> a = 360 + 7
=> a = 367
Vậy số học sinh cần tìm là 367 học sinh.
![](https://rs.olm.vn/images/avt/0.png?1311)
Gọi số học sinh là , ta có:
a chia 12;15;18 dư 7
a - 7 thuộc bC(12,15,18)
12 = 22.3 ; 15 = 3.5 ; 18 = 2.32
=> BCNN(12,15,18) = 22.32.5 = 180
B(180) = {0;180;360;540;....}
Vậy a thuộc {7 ; 187 ; 367 ; 547 ; .....}
Do 350 < a < 400 nên a = 367
Vậy số học sinh của đoàn diễu hành là 367 bạn
![](https://rs.olm.vn/images/avt/0.png?1311)
Gọi số học sinh là x
Theo đề, ta có: \(x\in BC\left(15;18;12\right)\)
mà 400<=x<=600
nên x=540
![](https://rs.olm.vn/images/avt/0.png?1311)
Gọi số học sinh là x
Theo đề, ta có: \(x-7\in BC\left(12;15;18\right)\)
mà 350<x<400
nên x-7=360
hay x=367
TK
![](data:image/png;base64,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)
Cre: Trong ảnh