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In an election a candidate gets 40% of votes polled and is defeated by the winning candidate by 298 votes. Find the total number of votes polled.
- a)1360
- b)1490
- c)1520
- d)1602
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
In an election a candidate gets 40% of votes polled and is defeated by...
There is an assumption in the question that there are only two candidates participating in the election. One candidate got 40% votes and the other candidate got 60% votes. The difference is 20% votes which are 298. If 298 votes are 20%, 100% is how much.
= 298/20% = 1490
Most Upvoted Answer
In an election a candidate gets 40% of votes polled and is defeated by...
Given:
- The candidate gets 40% of the votes polled.
- The winning candidate defeats the candidate by 298 votes.
To find:
- The total number of votes polled.
Assumptions:
- Let the total number of votes polled be 'x'.
- The winning candidate gets 60% of the votes polled.
- The candidate gets 40% of the votes polled.
Calculations:
- As per the given information, the winning candidate defeats the candidate by 298 votes.
- This means that the winning candidate gets 298 more votes than the candidate.
- Since the winning candidate gets 60% of the votes polled and the candidate gets 40% of the votes polled, the difference in their votes can be calculated as:
- 60% of x - 40% of x = 298
- Simplifying the equation:
- 20% of x = 298
- 0.2x = 298
- x = 298 / 0.2
- x = 1490
Conclusion:
- The total number of votes polled is 1490.
- Therefore, option 'B' is the correct answer.
- The candidate gets 40% of the votes polled.
- The winning candidate defeats the candidate by 298 votes.
To find:
- The total number of votes polled.
Assumptions:
- Let the total number of votes polled be 'x'.
- The winning candidate gets 60% of the votes polled.
- The candidate gets 40% of the votes polled.
Calculations:
- As per the given information, the winning candidate defeats the candidate by 298 votes.
- This means that the winning candidate gets 298 more votes than the candidate.
- Since the winning candidate gets 60% of the votes polled and the candidate gets 40% of the votes polled, the difference in their votes can be calculated as:
- 60% of x - 40% of x = 298
- Simplifying the equation:
- 20% of x = 298
- 0.2x = 298
- x = 298 / 0.2
- x = 1490
Conclusion:
- The total number of votes polled is 1490.
- Therefore, option 'B' is the correct answer.
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In an election a candidate gets 40% of votes polled and is defeated by the winning candidate by 298 votes. Find the total number of votes polled.a)1360b)1490c)1520d)1602Correct answer is option 'B'. Can you explain this answer?
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