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At an election a candidate who secured 40% votes and is defeated by the other candidate by a margin of 300 votes. Find the total number of votes recorded.
  • a)
    3000  
  • b)
    7500
  • c)
    1500  
  • d)
    None
  • e)
    All of the above
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
At an election a candidate who secured 40% votes and is defeated by th...
The correct option is C.
Vote secured by defeated candidate = 40%
vote secured by winner candidate= 100-40=60%
Difference of vote% = 60-40=20%
So, 20% = 300. 100% = 300×100/20 = 1500
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Most Upvoted Answer
At an election a candidate who secured 40% votes and is defeated by th...
Given information:
- A candidate received 40% of the votes in an election.
- The other candidate defeated this candidate by a margin of 300 votes.

To find:
- The total number of votes recorded in the election.

Solution:
Let's assume that the total number of votes recorded in the election is x.
- The candidate who secured 40% of the votes received 40% of x, which is (40/100)x = 0.4x.
- The other candidate received the remaining votes, which is (100-40)% of x, which is (60/100)x = 0.6x.
- The defeated candidate lost by a margin of 300 votes. So, the difference between the votes received by the two candidates is 300.
- Therefore, we can write an equation as follows:
0.6x - 0.4x = 300
0.2x = 300
x = 1500

Therefore, the total number of votes recorded in the election is 1500.

Answer: Option (c) 1500
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Community Answer
At an election a candidate who secured 40% votes and is defeated by th...
The correct option is C.
Vote secured by defeated candidate = 40%
vote secured by winner candidate= 100-40=60%
Difference of vote% = 60-40=20%
So, 20% = 300. 100% = 300×100/20 = 1500
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