Question
The ratio of monthly savings to monthly expenditure of Nisha is 5:8 respectively. If her savings go up by 40% while expenditure drops by 25%, then her new monthly income is 19500. Find Nisha’s original monthly expenditure.
Solution
ATQ, Let original monthly savings and monthly expenditure of Nisha is Rs. 5x and Rs. 8x respectively. According to question; 1.4 × 5x + 0.75 × 8x = 19500 7x + 6x = 19500 13x = 19500 So, x = 1500 Desired answer = 8 × 1500 = Rs. 12000
More Income and Expenditure Questions
- A, B and C together earn Rs. 2700 in 18 days. A and C together earn Rs. 940 in 10 days. B and C together earn Rs 1520 in 20 days. Find the daily earning of...
- Priya used 25% of her monthly salary on rent and 40% of the remaining on groceries. If she is left with Rs. 1800, find how much she spent on groceries.
- An employee earns a fixed salary and an additional commission of 10% of his fixed salary. The commission received by the employee is Rs. 2500. If he spent ...
- The monthly income of Bheem is Rs. 45000. He spends 25% of his income on house rent. From the remaining amount, he uses 40% for food and groceries, spends ...
- The monthly income of 'C' is Rs. 30,000 whereas the monthly income of 'D' is 50% more than that of 'C'. Find the difference between the savings of 'C' and ...
- A man invests ₹15,000 in a business. In the second year, he increases his investment by 20%, and in the third year, he reduces it by 25% of the second year...
- The income ratio between 'P' and 'Q' is 5:4, while their expenditure ratio is 9:7 respectively. If both manage to save Rs. 10,000 each, what is the differe...
- The average income of three employees, namely Amit, Bisht, and Cherry, is Rs. 24000. Bisht's income is 10% higher than Amit's, and Cherry's income is 50% h...
- The ratio of A’s income to B’s income is 3:4, and their expenditures are in the ratio 5:7. If each saves ₹5000, find A's incomes.
- The incomes of A and B are in the ratio 4 : 5 and their expenditures are in the ratio 7 : 9. If each saves Rs 4,000 per month, find B’s monthly income.