The ratio of a and b salary is 9:4 if a salary increase by 15% then his total salary become rs 5175. what is salaty of b
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11
Ratio of their salary = 9:4
Let salary of A = 9x and of B = 4x
when salary of A increase we get,
Salary of A = 9x (1 + 15/100) = 5175
9x (115/100) = 5175
9x = 5175 * 100 / 115
9x = 4500
x = 500
So salary of B = 4x
4(500) = 2000
Therefore salary of B is Rs. 2000.
Let salary of A = 9x and of B = 4x
when salary of A increase we get,
Salary of A = 9x (1 + 15/100) = 5175
9x (115/100) = 5175
9x = 5175 * 100 / 115
9x = 4500
x = 500
So salary of B = 4x
4(500) = 2000
Therefore salary of B is Rs. 2000.
Answered by
7
Hello Dear.
Here is the answer---
→→→→→→→→→
Let the Salary of A and B be 9x and 4x respectively.
If the Salary of the A increases by 15%, then new salary will be,
= 9x + 15% of 9x
= 9x + 135x/100
= (900x + 135x)/100
= 1035x/100
According to the Question,
1035x/100 = 5175
1035x = 517500
x = 517500/1035
x = Rs.500
∴ Salary of A = 9x
= 9 × 500
= Rs. 4500
∴ Salary of B = 4x
= 4 × 500
= Rs. 2000
Thus, the Salary of B is Rs.2000.
→→→→→→→→
Hope it helps.
Here is the answer---
→→→→→→→→→
Let the Salary of A and B be 9x and 4x respectively.
If the Salary of the A increases by 15%, then new salary will be,
= 9x + 15% of 9x
= 9x + 135x/100
= (900x + 135x)/100
= 1035x/100
According to the Question,
1035x/100 = 5175
1035x = 517500
x = 517500/1035
x = Rs.500
∴ Salary of A = 9x
= 9 × 500
= Rs. 4500
∴ Salary of B = 4x
= 4 × 500
= Rs. 2000
Thus, the Salary of B is Rs.2000.
→→→→→→→→
Hope it helps.
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