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In an election, there were only two candidates. 12% of the voters did not cast their votes. The winner by obtaining 60% of the total votes defeated his opposite contestant by 1200 votes. Find the total number of votes.

  1. A
    4000
  2. B
    3750
  3. C
    5730
  4. D
    3570

Solution & Step-by-step Explanation

Let the total number of registered votes be 100%.
Voters who did not cast votes = 12%

Total cast votes = 100%−12%=88%

The winner obtained 60% of the total votes.

Winner's votes = 60%

Since total cast votes are 88%, the remaining cast votes go to the defeated contestant:

Loser's votes = Total cast votes−Winner’s votes=88%−60%=28%

The winner defeated the opposite candidate by 1200 votes. Thus, the difference in percentage of votes is:

Winner’s votes−Loser’s votes=60%−28%=32%
According to the question:

32% of total votes=1200
1% of total votes=
32
1200

=37.5
Total number of votes (100%)=37.5×100=3750

Practice this question

Try it yourself before checking the explanation above.

In an election, there were only two candidates. 12% of the voters did not cast their votes. The winner by obtaining 60% of the total votes defeated his opposite contestant by 1200 votes. Find the total number of votes.
A
4000
B
3750
C
5730
D
3570

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