Math, asked by arindammukerji2902, 1 year ago

Rs. 11250 are divided among a, b and c so that a may receive one half as much as b and c together receive and b receives one-fourth of what a and c together receive. The share of a is more than that of b by

Answers

Answered by Fatimakincsem
5

The share of a is 1500 Rs more than that of b.

Step-by-step explanation:

A : B + C

1 × 5 : 2 × 5  ------(1)

B : A + C

1 × 3 : 4 × 3  -------(2)

The total sum of A, B and C will be same.

So equate the sum of both the equations.

  • After that new ratio will be.

A : B + C

5 : 10 ------(3)

B : A + C

3 : 12  ------ (4)

  • From equation (3) and (4)

A : B : C

5 : 3 : 7

  • According to the question.

(5 + 3 + 7) units = Rs. 11250

15 units = Rs. 11250

1 unit = Rs. 750

  • Difference in shares of A and B

= (5−3)×750 = Rs.1500

Thus the share of a is 1500 Rs more than that of b.

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