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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)
    Rs 66,240
  • b)
    Rs 72,100
  • c)
    Rs 62,200
  • d)
    Rs 65,800
  • e)
    Rs 60,300
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
The ratio of the monthly salaries of A and B is in the ratio 15 : 16 a...
A) Rs 66,240 Explanation: A/B = 15/16 and B/C = 17*18 So A : B : C = 15*17 : 16*17 : 16*18 = 255 : 272 : 288
So C’s salary = [288/(255+272+288)] * 1,87,450
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Most Upvoted Answer
The ratio of the monthly salaries of A and B is in the ratio 15 : 16 a...
Given:
The ratio of the monthly salaries of A and B is 15 : 16.
The ratio of the monthly salaries of B and C is 17 : 18.
The total of their monthly salaries is Rs 1,87,450.

To find:
The monthly income of C.

Solution:
Let the monthly salaries of A, B, and C be 15x, 16x, and 18x respectively.

Step 1: Finding the value of x
According to the given information, the total of their monthly salaries is Rs 1,87,450.
So, we have the equation:
15x + 16x + 18x = 1,87,450
49x = 1,87,450
x = 1,87,450 / 49
x = 3,830

Step 2: Finding the monthly income of C
We know that the monthly income of C is 18x.
Substituting the value of x, we get:
Monthly income of C = 18 * 3,830 = Rs 68,940

Therefore, the monthly income of C is Rs 68,940.

Hence, option A (Rs 66,240) is incorrect. The correct answer is option A (Rs 68,940).
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Community Answer
The ratio of the monthly salaries of A and B is in the ratio 15 : 16 a...
A) Rs 66,240 Explanation: A/B = 15/16 and B/C = 17*18 So A : B : C = 15*17 : 16*17 : 16*18 = 255 : 272 : 288
So C’s salary = [288/(255+272+288)] * 1,87,450
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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)Rs 66,240b)Rs 72,100c)Rs 62,200d)Rs 65,800e)Rs 60,300Correct answer is option 'A'. Can you explain this answer?
Question Description
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