In an election , two persons contested and the winner secured `58%` of the votes polled. If the difference between their votes is 8480, find the votes secured by the winner.

Two candidates contested from a constituency in an election. The winner secured 68% of the votes polled. If the difference between their votes was 23,040, find the voes secured by the winner.

Two candidates A and B contested an election. The total votes polled were 9650. If A got 54% of the votes, find the number of votes received by each.

In an election, two contestants A and B contested x% of the total voters voted for A and (x+20)% for B. If 20% of the voters did not vote, then x is

At an election between two candidates 53 votes were declared invalid. The winning candidate secures 58% of the valid votes and wins by 588 votes. Find the total number of votes polled.

In a student election, Rahul got 66 % of the votes polled. If he got 363 votes, find the total number of votes polled.

In an election, there are two candidates A and B. The total number of voters is 60,000 and 80% of the total votes are polled. If 60% of the polled votes were cast in favour of A, how many votes were polled in favour of B?

In an election, out of 75000 eligible voters 50000 cast their votes. What was the percentage of people casting their votes?

For the finale of a TV show, viewers could use either social media or a text message to vote for their favorite of two contestants. The contestant receiving more than 50% of the vote won. An estimated 10% of the viewers voted, and 30% of the votes were cast on social media. Contestant 2 earned 70% of the votes cast using social media and 40% of the votes cast using a text message. Based on this information, which of the following is an accurate conclusion?

In a game of chance a player throws a pair of dice and scores points equal to the difference between the numbers on the two dice. Winner is the person who scores exactly 5 points more than his opponent. If two players are playing this game only one time, then the probability that neither of them wins to

Mr. Gupta has a choice to invest in ten-rupee shares of two firms at 13rs or at 16rs . If the first firm pays 5% dividend and the second firm pays 6% dividend per annum, find : (i) which firm is paying better (ii) if Mr. Gupta invests equally in both the firms and the difference between the returns from them is 30rs , find how much, in all does he invest ?