if 2A=3B=4C,find a:b:c
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Answered by
2
Answer:
2+3+4=9
2A=2/9
3B=3/9=1/3
4C=4/9
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Answered by
2
✪ Question ✪
If 2A=3B=4C, find A:B:C.
✪ Given ✪
2A=3B=4C
✪ To find ✪
A:B:C
✪ Solution ✪
2A=3B=4C
Let 2A = 3B = 4C is equal to X.
So,
- 2A = X
↝A = X/2
- 3B = X
↝B = X/3
- 4C = X
↝C = X/4
We have to find A:B:C.
L.C.M of 2, 3, and 4 is 12.
A:B:C = X/2 : X/3 : X/4
↝A:B:C = 6X/12 : 4X/12 : 3X/12
Since, X/12 is common in all fractions, it cancels out.
So, A:B:C = 6:4:3
✪ Hence ✪
A:B:C = 6:4:3
✪ Therefore ✪
A:B:C is equal to 6:4:3.
Hope this helps you.
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