Question

. The ratio of the monthly salaries of A and B is in the ratio 15 : 16 and that of B and C is in the ratio 17:18. Find
the monthly income of C if the total of their monthly salary is Rs 1,87,450.
(a) 66,240 (b) 72,100 (c) 62,200 (d) 65,800 ​

Answer 1

66240 is answer

First we have to arrange in a single ratio line to A:B:C

A:B=15:16,B:C=17:18

If value of B is 17 then value of A=?

15/16=A/17

Then on solving A=15×17/16

A=15.937

So,A:B:C=15.937:17:18

Now,by adding 15.937x + 17x + 18x=50.9375x

Which is equal to 187450

So,x=187450/50.9375=3680

Then C monthly income = 18x

18x=18×3680=66240

Answer 2

Answer:

66240 is answer

First we have to arrange in a single ratio line to A:B:C

A:B=15:16,B:C=17:18

If value of B is 17 then value of A=?

15/16=A/17

Then on solving A=15×17/16

A=15.937

So,A:B:C=15.937:17:18

Now,by adding 15.937x + 17x + 18x=50.9375x

Which is equal to 187450

So,x=187450/50.9375=3680

Then C monthly income = 18x

18x=18×3680=66240

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