There were only two candidates who participated an election. One contestant got $62 %$ votes and was elected by a margin of $144$ votes. The total number of votes are__.

Question

There were only two candidates who participated an election- One contestant got 62-  votes and was elected by a margin of 144 votes- The total number of votes are-600500700800

Toppr Admin · Accepted Answer

Elected candidate got-xA0-62x100 votes-xA0-Other candidate got38x100 votesDifference between their votes is 144 votes62x100-x2212-38x100-1442x100-144x-600

There were only two candidates who participated an election. One contestant got $62 %$ votes and was elected by a margin of $144$ votes. The total number of votes are__.
$600$
$500$
$700$
$800$

Elected candidate got $\frac{62 x}{100}$ votes
Other candidate got $\frac{38 x}{100}$ votes
Difference between their votes is $144$ votes
$\frac{62 x}{100} - \frac{38 x}{100} = 144$
$\frac{2 x}{100} = 144$
$x = 600$

There were only two candidates who participated an election. One contestant got 62% votes and was elected by a margin of 144 votes. The total number of votes are__.600500700800

Elected candidate got 62x100 votes Other candidate got38x100 votesDifference between their votes is 144 votes62x100−38x100=1442x100=144x=600

There were only two candidates who participated an election. One contestant got $62 %$ votes and was elected by a margin of $144$ votes. The total number of votes are__.
$600$
$500$
$700$
$800$

Elected candidate got $\frac{62 x}{100}$ votes
Other candidate got $\frac{38 x}{100}$ votes
Difference between their votes is $144$ votes
$\frac{62 x}{100} - \frac{38 x}{100} = 144$
$\frac{2 x}{100} = 144$
$x = 600$