Rs 53 are divided among A, B and C such that A gets Rs 7 more than B and B gets Rs 8 more than C What is the ratio of their shares?

16 : 9 : 18

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25 : 18 : 10

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18 : 25 : 10

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15 : 8 : 30

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Solution

The correct option is C 25 : 18 : 10
Given, $A + B + C = 53 A l s o, A = B + 7 a n d B C + 8$
$∴ F r o m (i), w e g e t (B + 7) + B + (B - 8) = 53$
$\Rightarrow 3 B = 54 \Rightarrow B = 18 \Rightarrow A = 25 a n d c = 10 ∴ A : B : C = 25 : 18 : 10$

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Q. Sum of Rs 53 is divided among A, B, C in such a way that A gets Rs 7 more than what B gets and B gets Rs 8 more than what C gets The ratio of their shares is

A sum of Rs 53 is divided among A, B and C in such a way that A gets Rs 7 more than what B gets and B gets Rs 8 more than what C gets. Find the ratio of the shares.

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are divided among

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Question 22

Fill in the blanks to make each statement true:

The share of A when Rs. 25 are divided between A and B, so that A gets Rs. 8 more than B, is ...................

Question 22

Fill in the blanks to make each statement true:

The share of A when Rs. 25 are divided between A and B, so that A gets Rs. 8 more than B, is ...................

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Rs 53 are divided among A, B and C such that A gets Rs 7 more than B and B gets Rs 8 more than C What is the ratio of their shares?

The correct option is C 25 : 18 : 10Given, A+B+C=53Also,A=B+7andBC+8∴From(i),weget(B+7)+B+(B−8)=53⇒3B=54⇒B=18⇒A=25andc=10∴A:B:C=25:18:10

The correct option is C 25 : 18 : 10
Given, $A + B + C = 53 A l s o, A = B + 7 a n d B C + 8$
$∴ F r o m (i), w e g e t (B + 7) + B + (B - 8) = 53$
$\Rightarrow 3 B = 54 \Rightarrow B = 18 \Rightarrow A = 25 a n d c = 10 ∴ A : B : C = 25 : 18 : 10$