Given:
Total votes = 560000
Invalid votes = 15%
Valid votes = 85%
Winning candidate got 75% of the valid votes.
Formula Used:
Valid votes = Total votes - Invalid votes
Votes received by the winning candidate = 75% of valid votes
Solution:
Valid votes = 85% of 560000 = (85/100) × 560000 = 476000
Votes received by the winning candidate = 75% of 476000 = (75/100) × 476000 = 357000
Thus, the winning candidate received 357000 valid votes.
English
100 Questions
100 Marks
90 Mins English English100 Questions100 Marks90 Mins English English40 Questions30 Marks25 Mins EnglishIn an election between two candidates, 15% of the voters in the voters' list did not cast their votes and 10% of the votes polled were declared invalid. The winning candidate got 60% of the total valid votes and won by a majority of 7650 votes. The number of valid votes was :
In an election between A and B, 12% of the total voters did not cast their votes and 10% of the votes polledwere declared invalid. A received 56% of the valid votes and defeated B by 4752 votes. How many validvotes did B receive ?
In an election between two candidates, 80% of the registered voters cast their vote and 21% of the votes polled were found invalid. The winning candidate got 51% of the valid votes and won the election by a margin of 1817 votes. How many voters were registered?
In an election between two candidates 90 % of the registered voters cast their vote and 15 % of the votes polled were found invalid. Winning candidate got 51% of the valid votes and won the election by a margin of 2142 votes. How many voters were registered?
In an election, there were two candidates. One of the candidates secured 48% of the votes and was defeated by the other candidate by 756 votes. Find the total number of votes polled.
In an election between two candidates A and B, 15% of the voters did not cast their votes, 20% of the votes cast were declared invalid. The winning candidate got 8262 votes, which were 54% of the total valid votes.
Statement I: The candidate who was defeated got votes from 31.28% of the total voters in the list.
Statement II: The number of valid votes was 15500.
Which of the above statements is/are correct?
In an election, Candidate A received 27% of the votes, and Candidate B received 73% of the votes. If the difference in their votes was 1380, find the total number of votes.
In an election, Candidate M received 67% of the votes, and Candidate N received 33% of the votes. If the total votes were 10,000, find the difference in the number of votes received by each candidate.
In an election, a candidate got 65% of the votes and won by a margin of 900 votes. Find the total number of votes.
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