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We have to divided a sum of Rs. 13950 among three persons A, B and C. B must get the double of A's share and C must get 50 less than the double of B's share. The share of A will be ?
  • a)
    Rs. 1950
  • b)
    Rs. 1981.25
  • c)
    Rs. 2000
  • d)
    Rs. 2007.75 
Correct answer is option 'C'. Can you explain this answer?
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We have to divided a sum of Rs. 13950 among three persons A, B and C. ...
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We have to divided a sum of Rs. 13950 among three persons A, B and C. ...
Given:
- The total sum is Rs. 13950
- There are three persons: A, B, and C
- B must get double of A's share
- C must get 50 less than double of B's share

To find:
The share of person A

Solution:
Let's assume the share of person A as x.

According to the given conditions:
- B must get double of A's share, so B's share will be 2x.
- C must get 50 less than double of B's share, so C's share will be 2(2x) - 50 = 4x - 50.

The sum of all three shares should be equal to the total sum:
x + 2x + (4x - 50) = 13950

Simplifying the equation:
7x - 50 = 13950
7x = 14000
x = 14000/7
x = 2000

Therefore, the share of person A is Rs. 2000.

Answer:
The share of person A is Rs. 2000. Therefore, option C is correct.
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We have to divided a sum of Rs. 13950 among three persons A, B and C. B must get the double of A's share and C must get 50 less than the double of B's share. The share of A will be ?a)Rs. 1950b)Rs. 1981.25c)Rs. 2000d)Rs. 2007.75Correct answer is option 'C'. Can you explain this answer?
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