Correct option is C
Old Savings = Old Income - Old Expenditure = 27000-18000 = 9000
New Income = 27000+ 28% of 27000 = 34560
New Expenditure = 18000+ 14% of 18000 = 20520
New Savings = 34560- 20520 = 14040
Percentage increase in his savings =
The monthly income of a person was Rs. 27,000 and his monthly expenditure was Rs. 18,000. In the next year, his income increased by 28% and his expenditure increased by 14%. Find the percentage increase in his savings.
Old Savings = Old Income - Old Expenditure = 27000-18000 = 9000
New Income = 27000+ 28% of 27000 = 34560
New Expenditure = 18000+ 14% of 18000 = 20520
New Savings = 34560- 20520 = 14040
Percentage increase in his savings =
A person spends 50% of his monthly salary on house rent. If he spends ₹912 on transport and ₹3,799 on groceries every month and saves the remaining ₹131, then find his monthly salary (in ₹).
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The income of Avin is 54,000 which is 20% less than that of Bharat. The expenditure of Bharat is 12% more than the income of Avin and the expenditure of Avin is 25% less than the expenditure of Bharat. The difference between the savings of Avin and Bharat is:
Petrol price increases by 75%. By what percent should consumption be reduced so that expenditure increases only by 26%?
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