if A:B = 1:3 and B:c = 2:3, find A:B:C
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Answered by
10
Explanation:-
Given:
- A : B = 1 : 3
- B : C = 2 : 3
To find:
- A : B : C
Solution:
We have,
⟹ A : B = 1 : 3
i.e.,
⟹ A/B = 1/3
⟹ A = (1/3)B - (1)
Also,
⟹ B : C = 2 : 3
i.e.,
⟹ B/C = 2/3
⟹ C = (3/2)B - (1)
Now, A : B : C will be,
⟹ B/3 : B : (3/2)B
⟹ 1/3 : 1 : 3/2
⟹ 1/3 × 6 : 1 × 6 : 3/2 × 6
⟹ 2 : 6 : 9
∴ Ratio of A : B : C is 2 : 6 : 9.
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0
Answer:
This is the correct answer, I hope it helps!
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