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.
Given:
Two-candidate election
One candidate secured 48% of votes
He lost by 756 votes
Find: Total votes = T
Solution:
Since only two candidates: Winner’s share = 100% - 48% = 52%
Victory margin = 52% - 48% = 4% of total votes
Margin = T
T = = 18,900.
English
100 Questions
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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.
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