0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

In an election, there were only two candidates for the post of president . The winning candidate got 53% of the total votes. his opponent got 31000 votes which represented 31% of the total votes . find (i) the number of votes and
(ii) the winning margin.

Solution
Verified by Toppr

(i) now let's assume total votes =y
given 31% of y=31000
31×y100
=31000
y=100,000
so total votes are =100,000

(ii) winning candidate got =53×100,000100
=53,000
winning margin =5300031000=22000

Was this answer helpful?
36
Similar Questions
Q1
In an election, there were only two candidates for the post of president . The winning candidate got 53% of the total votes. his opponent got 31000 votes which represented 31% of the total votes . find (i) the number of votes and
(ii) the winning margin.
View Solution
Q2
In an election,there were only two candidates for the post of president. The winning candidate got 53% of the total votes. His oppponent got 31000 votes which represented 31% of the total votes. Find the number of votes
View Solution
Q3
There are two candidates in an election. 11% of the voters did not vote. 500 votes were declared invalid. The elected candidate got 3300 votes more than his opponent. If the elected candidate got 48% of the total votes, how many votes did each candidate get ?
View Solution
Q4

In an election, there were only two candidates. The winner got 53% votes and won by 9600 votes. Find the total number of votes polled.

View Solution
Q5
A candidate got 5650 votes in an election and won by this opponent by a margin of 3000 votes. if there only two candidates, find the percentage of votes obtained by the defeated candidate.
View Solution