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In an election between two candidates, a candidate secured 60% of the valid votes and is elected by a majority of 180 votes. The
total number of valid votes is:
1200
1000
800
900
- Let's denote the total number of valid votes as \( V \).
- The candidate secured 60% of the valid votes, which translates to \( 0.6V \).
- The other candidate secured 40%, which means they got \( 0.4V \).
- The majority by which the candidate won is 180 votes.
- To express this mathematically:
$$ 0.6V - 0.4V = 180 $$
- Simplifying gives:
$$ 0.2V = 180 $$
- Solving for \( V \):
$$ V = 180 \div 0.2 = 900 $$
- Option 1: 1200 - This results in a majority of more than 180 votes.
- Option 2: 1000 - Doesn't give the exact majority of 180 votes.
- Option 3: 800 - Results in a smaller majority.
- Option 4: 900 - This is correct; it produces a majority of 180 votes.
By: santosh ProfileResourcesReport error
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