Gọi số học sinh mỗi khối lần lượt là: x; y; z (x; y;z ∈∈ N*)
Theo bài ra ta có:
⎧⎪ ⎪⎨⎪ ⎪⎩x1=y3y4=z5{x1=y3y4=z5
⇒x4=y12=z15⇒x4=y12=z15
Đặt x4=y12=z15=kx4=y12=z15=k
⇒⎧⎪⎨⎪⎩x=4ky=12kz=15k⇒{x=4ky=12kz=15k
Lại có:
1,2.x+1,4.y+1,6.z=9121,2.x+1,4.y+1,6.z=912
⇒1,2.4k+1,4.12k+1,6.15k=912⇒1,2.4k+1,4.12k+1,6.15k=912
⇒k.(1,2.4+1,4.12+1,6.15)=912⇒k.(1,2.4+1,4.12+1,6.15)=912
⇒k.2285=912⇒k.2285=912
⇒k=20⇒k=20
⇒⎧⎪⎨⎪⎩x=4.20=80y=12.20=240z=15.20=300⇒{x=4.20=80y=12.20=240z=15.20=300
Vậy số học sinh của 3 khối 7; 8; 9 lần lượt là: 80; 240; 300
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