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Practice Income and Expenditure Questions and Answers

Arjun's income is such that 60% of it equals 50% of Bhanu's income. If Arjun and Bhanu spend 75% and 80% of their respective incomes, determine the ratio o...
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 earnings of 'Amit' and 'Bittu' are in the ratio 5:8. Their respective expenditures are in the ratio 4:7. If the gap between their savings is Rs. 6,000,...
The ratio of "Bhuvan's" income to "Chetan's" expenses is 3:1. The amount that "Anoop" spends is the same as "Chetan's," which is 20% less than "Bhuvan's" e...
The combined income of Aman and Bhanu is Rs. 32,000, and Aman's expenses exceed Bhanu's by Rs. 2,000. Given that Bhanu saves Rs. 10,000, what is the total ...
Two individuals, 'Arjun' and 'Bheem', are partners. The proportion of 'Arjun's spending compared to 'Bheem's is 4:5. Meanwhile, the savings ratio of 'Arjun...
799.99 + 1500.12 ÷ 29.98 × 50.01 = ? × 24.96
The sum of the original incomes of ‘Atul’ and ‘Bineet’ is Rs. 82000. If the income of ‘Atul’ had been 26000 more, then his income would have ...
The income of Amar is 20% more than the income of Akbar. If the difference between their incomes is Rs. 5,000 and they spend 80% of their respective income...
The income of Priya is 40% more than the income of Pranav. If the difference between their incomes is Rs. 4,800 and they spend 85% of their respective inco...
The income of Leah is 15% more than the income of Luke. If the difference between their incomes is Rs. 3,000 and they spend 65% of their respective incomes...
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 ...
Out of her monthly income of Rs. 25,000, Priya spent (Q - 10)% on rent, (Q + 15)% on others and saved Rs. 4,500. Find Q% of her monthly income.
The income of 'E' is Rs. 50,000 while the income of 'F' is 20% more than that of 'E'. The ratio of expenditure and savings of 'E' is 2:3, respectively. 'F'...
The ratio of the income and savings of Michael is 6:2, respectively. If his expenditure increases by an amount which is equal to 25% of his initial savings...
Monthly income of Sneha is Rs. 32,000 and the ratio of her monthly expenditure to monthly savings is 4:4 respectively. If the average monthly savings of Sn...
Monthly incomes of Priya and Siya are Rs. 32,000 and Rs. _______, respectively. Priya and Siya save 15% and 25% of their respective incomes. The difference...
Monthly incomes of Anil and Sunil are Rs. 36,000 and Rs. _______, respectively. Anil and Sunil save 22% and 28% of their respective incomes. The difference...
Neha spends 60% of her monthly income. If her monthly income increased by 35% and her expenditure remained the same, then she would be able to save Rs. 10,...
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 ...
There are two friends, 'C' and 'D'. Income of 'C' is Rs. 54,000. 'D' saves 25% of his income and 'C' saves 40% of his income. If savings of 'D' are Rs. 2,5...
The ratio of income of 'P' to that of 'Q' is 3:4. Sum of their expenditures is Rs. 72,000. Savings of 'P' is 25% more than that of 'Q'. Expenditure of 'P' ...
The ratio of income of 'X' to that of 'Y' is 5:6. Sum of their expenditures is Rs. 80,000. Savings of 'X' is 30% more than that of 'Y'. Expenditure of 'X' ...
The ratio of income of 'M' to that of 'N' is 4:5. Sum of their expenditures is Rs. 90,000. Savings of 'M' is 35% more than that of 'N'. Expenditure of 'M' ...
The ratio of the monthly income of C and D is 9:14, respectively, and their expenditures are Rs. 1500 and Rs. 3500, respectively. Find the difference betwe...
The ratio of the monthly income of Gaurav and Himesh is 11:16, respectively, and their expenditures are Rs. 2000 and Rs. 4000, respectively. Find the diffe...
The ratio of the monthly income of K and L is 8:13, respectively, and their expenditures are Rs. 2500 and Rs. 5000, respectively. Find the difference betwe...
Ramesh spends 68% of his monthly income. Next month, his income increased by 22% while his expenditure increased by 14%. Due to this, his monthly savings w...
Anita spends 75% of her monthly income. Next month, her income increased by 16% while her expenditure increased by 11%. Due to this, her monthly savings we...
Suman spends 70% of her monthly income. Next month, her income increased by 25% while her expenditure increased by 13%. Due to this, her monthly savings we...
Average income of 'P' and 'Q' together is Rs. 50,000. Where as the average expenditure of 'P' and 'Q' is Rs. 32,000. Find the savings of 'P' if the savings...
Average income of 'X' and 'Y' together is Rs. 45,000. Whereas the average expenditure of 'X' and 'Y' is Rs. 34,000. Find the savings of 'X' if the savings ...
Average income of 'Ishan' and 'John' together is Rs. 60,000. Whereas the average expenditure of 'Ishan' and 'John' is Rs. 38,000. Find the savings of 'Isha...
Arjun Spends 20% of his income to food, then spends 15% of the remaining amount on rent, followed by 25% of what remains on travel. If 12.5% of the money l...
There are 50 students in a school canteen. Due to new admissions, 20 new students join the canteen. The daily expenses of the canteen increase by Rs. 1200,...
The incomes of Rohan, Mohan, and Sohan are in the ratio 8:6:5, while their savings are in the ratio 4:3:2. If Mohan saves Rs 24,000, which is 40% of his in...
"The monthly incomes of Amit and Bhuvan are in the ratio of 8:5. Bhuvan's monthly expenditure is 70% higher than Amit's monthly savings. Amit's monthly exp...
A company has three departments: A, B, and C. The total monthly salary expenditure is ₹1,200,000. Department A spends 50% of the total salary, Department...
A factory employs three types of workers: skilled, semi-skilled, and unskilled. Skilled workers earn an average monthly salary of 40,000, semi-skilled wo...
The monthly salary of a woman is increased by Rs. 600. If her old salary was 25% less than her new salary, find her old salary.

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