50 Percentage question for Competitive Exam
- A student scored 420 marks out of 600. What percentage did he score?
- The price of a book increased from ₹200 to ₹240. Find the percentage increase.
- A shopkeeper gives a discount of 10% on an item marked ₹500. Find the selling price.
- A man’s salary increased from ₹15,000 to ₹18,000. Find the percentage increase.
- A population of a town decreased from 80,000 to 72,000. Find the percentage decrease.
- A student needs 40% marks to pass. If he scored 180 marks out of 400, did he pass?
- The cost price of an item is ₹800 and it is sold at a profit of 25%. Find the selling price.
- A number is increased by 20% and becomes 360. Find the original number.
- A number is decreased by 10% and becomes 270. Find the original number.
- A shopkeeper marks an item at ₹1000 and gives a discount of 20%. Find the selling price.
- A person’s income increases by 10% and then decreases by 10%. Find the net change.
- A tank contains 200 liters of water. If 25% is used, how much water remains?
- A class has 40 students, 60% are boys. How many girls are there?
- The population of a city grows by 5% annually. If the population is 20,000, find next year’s population.
- A student answered 80% of 50 questions correctly. How many questions did he answer correctly?
- The price of sugar increases by 25%. By what percentage should consumption be reduced to keep expenditure same?
- A number is first increased by 50% and then decreased by 20%. Find the net change.
- A man spends 70% of his income. If he saves ₹3000, find his income.
- The cost of an article decreases by 20% to ₹400. Find the original price.
- A shopkeeper allows a 15% discount on ₹2000. Find the discount amount.
- A candidate gets 45% marks and fails by 20 marks. If passing marks are 50%, find total marks.
- A number is increased by 30% and becomes 260. Find the original number.
- A shirt marked ₹1200 is sold at 10% discount and 10% profit. Find the cost price.
- The population of a village increases from 5000 to 5500. Find the percentage increase.
- A man reduces his expenditure by 20% and saves ₹400. Find his original expenditure.
- A number is decreased by 25% and becomes 150. Find the original number.
- A student scored 72 marks which is 60% of total marks. Find total marks.
- A dealer marks his goods 40% above cost price and allows 10% discount. Find his profit %.
- A salary is reduced by 15% from ₹20,000. Find the new salary.
- A number is increased by 10% and then by 20%. Find overall percentage increase.
- The population of a town decreases by 10% every year. If it is 10,000 now, find population after 1 year.
- A man spends 25% of his income on rent, 50% on food. If he saves ₹5000, find his income.
- A number is increased by 25% and then decreased by 25%. Find net change.
- A shirt costs ₹800 after 20% discount. Find the marked price.
- A number is increased by 40% and becomes 140. Find the original number.
- A person spends 60% of his salary and saves ₹8000. Find his salary.
- A company increases salary by 20% and then reduces by 10%. Find net percentage change.
- The price of an item rises from ₹250 to ₹300. Find percentage increase.
- A student scores 35 out of 50. Find percentage marks.
- A number is reduced by 30% and becomes 210. Find original number.
- A shopkeeper gives successive discounts of 10% and 20% on ₹1000. Find final price.
- A man’s salary is increased by 25% and becomes ₹25,000. Find original salary.
- The price of petrol increases by 10% and consumption decreases by 5%. Find net change in expenditure.
- A number is increased by 15% and becomes 230. Find the original number.
- A candidate secures 55% marks and gets 330 marks. Find total marks.
- A shopkeeper marks goods 25% above cost and gives 5% discount. Find profit %.
- A number is increased by 20% and then by 25%. Find total increase %.
- A village population is 8000, increases by 10%. Find new population.
- A man spends 80% of his income. If his income is ₹25,000, find his savings.
- A number decreases from 900 to 720. Find percentage decrease.