Questions & Answers

Question

Answers

A.57%

B.60%

C.65%

D.90%

Answer

Verified

113.7K+ Views

Hint- In this particular type of question we need to add all the votes in the first step and then find the percentage of highest number of votes in the sum to get the desired answer.

__Complete step-by-step answer:__

Total number of votes counted = 1136 + 7636 + 11628 = 20400

The highest number of votes which the winning candidate got = 11628

Percentage is calculated by

$

\dfrac{{{\text{number of votes the winner got}}}}{{{\text{total number of votes}}}} \times 100\\

= \dfrac{{11628}}{{20400}} \times 100 \\

= \dfrac{{11628}}{{204}} \\

= 57\% \\

$

Note- Remember to recall the formula of finding the percentage of any number while solving these types of questions. Note that the winning candidate would be the candidate with the highest number of votes in the election which is the third one in this question.

Total number of votes counted = 1136 + 7636 + 11628 = 20400

The highest number of votes which the winning candidate got = 11628

Percentage is calculated by

$

\dfrac{{{\text{number of votes the winner got}}}}{{{\text{total number of votes}}}} \times 100\\

= \dfrac{{11628}}{{20400}} \times 100 \\

= \dfrac{{11628}}{{204}} \\

= 57\% \\

$

Note- Remember to recall the formula of finding the percentage of any number while solving these types of questions. Note that the winning candidate would be the candidate with the highest number of votes in the election which is the third one in this question.