Question

तीन व्यक्ति A,B ओर c जिनका सम्मिलित वेतन 14400 है अपने वेतनों से क्रमशः 80% ,85% ओर 75% व्यय करते है यदि उनकी बचत 8:9:20 अनुपात में हो तो उनके वेतन क्रमशः है

Answer 1

A,B and C is average salary is 4800 and so direct answer is A=652.97,B=734.59, and C= 1632.43

Answer 2

Answer:

Salary of A is Rs. 32000, Salary of B is 48000 and Salary of C is Rs. 64000

Step-by-step explanation:

let say their savings are 8k, 9k and 20k respectively.

Percentage of salary A spend = 80%

Percentage of salary A saves = 20%

⇒ 20% = 8k.

⇒ 100% = 40k

So, salary of A = 40k

Percentage of salary B spend = 85%

Percentage of salary B saves = 15%

⇒ 15% = 9k.

⇒ 100% = 60k

So, salary of B = 60k

Percentage of salary C spend = 75%

Percentage of salary C saves = 25%

⇒ 25% = 20k.

⇒ 100% = 80k

So, salary of C = 80k

According to the question,

40k + 60k + 80k = 144000

180k = 144000

k = 800

Salary of A = 40 × 800 = Rs. 32000

Salary of B = 60 × 800 = Rs. 48000

Salary of C = 80 × 800 = Rs. 64000

Therefore, Salary of A is Rs. 32000, Salary of B is 48000 and Salary of C is Rs. 64000