Percentage Questions for SBI PO, FREE Practice PDF & Quiz

Q1. In an election, 5% of the total votes were declared invalid. A candidate got 60% of the valid votes. If the total number of votes is 5400, find the number of valid votes obtained by that candidate.

Q2. In an election in a village, total votes = 10,000. 5% of the total votes are invalid. The winning candidate gets 55% of the valid votes. Find the number of valid votes polled for the other candidate.

Q3. In an election between two candidates, 20% of voters did not cast their vote. 10% of the polled votes were found invalid. The successful candidate got 56% of the valid votes and won by 1728 votes. Find the total number of voters enrolled on the voting list.

Q4. In an election between two candidates, 10% of voters did not cast their votes. 10% of polled votes were invalid. The winning candidate got 54% of the valid votes and won by 1620 votes. How many voters were enrolled on the voting list?

Q5. In an election, 15% of registered voters did not vote. 10% of polled votes were declared invalid. The winning candidate received 55% of the valid votes and won by 2100 votes. Find the total number of registered voters.

Q6. In an election between two candidates, 25% of voters abstained. The winner received 60% of valid votes and won by a margin of 3000 votes. No votes were declared invalid. How many total voters were registered?

Q7. In an election between two candidates, 8% of total voters did not vote. 5% of polled votes were invalid. The winning candidate secured 52% of valid votes. If total enrolled voters were 50,000, find the winning margin.

Q8. In an election between two candidates A and B, A received 40% of valid votes and lost by 4800 votes. No votes were invalid and all registered voters voted. Find the total number of voters.

Q9. Three candidates contested an election. Candidate A got 40% votes, B got 35% and C got the rest. If total valid votes were 80,000 and 5% votes were invalid, find the total votes polled.

Q10. In an election, candidate A won by getting 55% of total valid votes. If 10% votes were invalid out of 90,000 total votes cast, find the number of votes candidate A received.

Q11. In a two-candidate election, 12% of voters did not vote, 8% of polled votes were invalid. The winner got 54% of valid votes and won by 2700 votes. How many total voters were registered?

Q12. In an election, candidate A got 35% of total valid votes but lost. If 4% votes were invalid and total votes polled were 62,500, by how many votes did candidate B win?

Q13. In an election between candidates P and Q, P received 62% of valid votes. 6% of votes were invalid. Total votes registered were 1,00,000 and 10% didn’t vote. Find votes received by Q.

Q14. In a village election, 20% of the voters did not turn up. Out of those who voted, 5% cast invalid votes. The winner got 56% of the valid votes and won by 560 votes. What is the total number of voters in the village?

Q15. In an election, 2500 votes were declared invalid which is 5% of total votes cast. If the winner got 52% of valid votes, find the winning margin.

Q16. In an election between two candidates, 1600 votes were declared void. The winner secured 53% of the valid votes and won by 2160 votes. Find the total number of valid votes.

Q17. In an election, 10% of total registered voters did not vote. Of those who voted, 15% votes were invalid. If 55% of valid votes went to the winner and total registered voters were 40,000, find the winner’s vote count.

Q18. In a two-candidate election, the losing candidate got 45% of valid votes. If 6,600 votes were invalid (10% of total polled), find total votes polled.

Q19. In an election, candidate X got 48% of total valid votes and lost by 800 votes to candidate Y. If 2000 votes were invalid, find the total votes cast.

Q20. In a village election, voter turnout was 80%. Of those who turned up, 12.5% votes were invalid. The winner got 2/3 of valid votes. If valid votes = 7000, find total registered voters.

Q21. A saves 40% of his income. B’s savings are 20% more than A’s savings. If B’s income is Rs. 25,000, find B’s expenditure.

Q22. A spends 75% of his income. His income increases by 20% and expenditure increases by 10%. Find the percentage increase in savings.

Q23. A’s income is 20% more than B’s income. A spends 30% and B spends 25% of their respective incomes. Find the ratio of savings of A to B.

Q24. A saves 40% of his income, B saves 20% more than A in absolute terms. If A’s income is Rs. 20,000, what is B’s income if B saves 25% of his income?

Q25. A’s monthly income is Rs. 15,000 and he spends 60% of it. B’s income is 25% more than A’s and B’s savings are 30% of his income. Find the difference in their savings.

Q26. A saves 25% of his income. His income increases by 20% and his savings increase by 40%. Find the percentage change in expenditure.

Q27. The ratio of income to expenditure of a person is 7:5. If his income increases by 14.28% and his expenditure decreases by 20%, find the percentage change in savings.

Q28. A’s expenditure is 75% of his income. B’s income is 20% less than A’s, and B’s expenditure equals A’s savings. Find B’s savings as a percentage of B’s income.

Q29. X spends 80% of his income. If his income increases by 25% and his expenses increase by 10%, find the percentage increase in savings.

Q30. If A’s income is 25% more than B’s income and A’s expenditure equals B’s income, find the ratio of A’s savings to B’s savings, given B saves 20% of income.