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 find x.

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

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

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

In an election, 2 contenstants A and B contested, x% of total voters voted for A and (x + 20) % for B, of 20% of the voters did not vote the x =....

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 there are three contestants A, B and C. A secured 30% of the votes and B secured 60% of the remaining votes. If C secured 14000 votes, then by how many votes did the winner win the election ?

In a multi-voting system, voters can vote for more than one candidate. Two candidate A and B are contesting the election. 100 voters voted for A. Fifty out of 250 voters voted for both the candidates. If each voter voted for at least one of the two candidates, then how many voters voted only for B?

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?