maths
A+A+A+B+B=78
A+A+B+B+B=72
A=?
B=?
回答 (3)
✔ 最佳答案
你好!
3A+2B=78
2A+3B=72
6A+4B=156
6A+9B=216
so that
5B=60
B=12
When B=12,
3A+24=78
3A=54
A=18
這題數可以用聯立方程來計算。
A+A+A+B+B = 78
3A+2B = 78
3A = 78-2B
A = 78-2B/3 ......(1)
A+A+B+B+B = 72
2A+3B = 72 ......(2)
把(1)代入(2),可得,
2(78-2B/3)+3B = 72
(156-4B/3)+3B = 72
3[(156-4B/3)+3B] = 3(72)
156-4B+9B = 216
156+5B = 216
5B = 60
B = 12
把B = 12代入(1),可得,
A = 78-2(12)/3
A = 78-24/3
A = 54/3
A = 18
A+A+A+B+B=78
A+A+B+B+B=72
A=18
B=12
收錄日期: 2021-04-13 19:22:56
原文連結 [永久失效]:
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