Ex. 5: Three persons A, B, C whose salariestogether amount to 14,400, spend 80%, 85% and75% of their salaries respectively. If their savingsare in the ratio 8 : 9 : 20, find their respectivesalaries.

Total wages of A,B and C is Rs. 333. They spend 80%,85%and75% of their wages respectively . If their savings are in the ratio of 7:6:9 . Then find the wages of each ?

The salary of A, B and C together amounts toRs. 333. If they spend 80%,85% and 75% oftheir respective incomes, their savings areas 7:6:9. The salary of B is

The salary of A,B and C together amount to Rs.33300. If they spend 805,855 and 75|% of their respectively income,their savings are and 7:6:9. Find the salary of B.

The total monthly salary of two persons is RS 7500. They spend 90% and 80% of their salaries respectively. If the ratio of their monthly savings is 3:4, find their monthly salaries.

A, B and C spend 80%, 85% and 75% of their incomes, respectively. If their savings are in the ratio 8:9:20 and the difference between the incomes of A and C is Rs. 18,000 , then the income of B is : A, B और C अपनी आय का क्रमशः 80%, 85% और 75% खर्च करते हैं | यदि उनकी बचत 8 : 9 : 20 के अनुपात में है और A तथा C की आय में 18000 रुपये का अंतर है, तो B की आय ज्ञात करें |

The sum of income of A, B, C are Rs. 30000. A, B, and C spend 75%, 70% and 62% of their income. If their savings are in ratio 20 : 21 : 19. Then what are their salary?