Math, asked by anusha5480, 11 months ago

Total salary of three persons a, b and c are ` 1,44,000. They spend 80%, 85% and 75% respectively. If their savings are in the ratio 8:9:20, find c's salary

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Answered by Anonymous
1

Answer:

A spends 80% of his salary. Thus he saves (100 – 80 = 20%) of his salary. So, 20% = 8k. Therefore, A’s total salary i.e. 100% = 40k.

B spends 85% of his salary. Thus he saves (100 – 85 = 15%) of his salary. So, 15% = 9k. Therefore, B’s total salary i.e. 100% = 60k.

C spends 75% of his salary. Thus he saves (100 – 75 = 25%) of his salary. So, 25% = 20k. Therefore, C’s total salary i.e. 100% = 80k.

According to the question, 40k + 60k + 80k = 1,44,000

180k = 144000

k = 800

Thus, C’s salary = 80k = 80 x 800 = 64,000 (Answer)

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ishan0072 Helping Hand

Let salary be A ,B and C then A/B =2/3 and B/C =3/4 .

salary of C =144000*4/(2+3+4) =64000

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Hope this will help you

Answered by monkeyking01
6

Answer:

8x:9x:20x

Salary of A = 8x×100/100-80 = 40x

Salary of B = 9x ×100/100-85 = 60x

Salary of C = 20x ×100/100-75 = 80x

So ratio is = 2:3:4

C's salary =144000×4/9 = 64000 rs

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