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Election was held to select the chairman of the governing council of ICC. The result of the election indicated that 25% of the people voted for Ravi and the rest voted for Sunil. Later it was discovered that the voting machine was faulty and 20% of the people whose votes were recorded in favour of Ravi had actually voted for Sunil and 50% of the people whose votes were recorded in favour of Sunil had actually voted for Ravi. If the difference between the people who actually voted for Ravi and those who actually voted for Sunil was 3,00,000, how many people actually voted for Ravi?
In the previous election, 150000 voted for a constituency where only two candidates A and B contested. Due to awareness campaign, 20% more people voted this time. Assuming all people who voted earlier voted for same person, this year vote share (in %) of A decreased by 2 2/9. If all the new voters voted for A, then the vote share of would have increased by 8 8/9. What is the number of voted casted to A present election?
The following questions have three statements. Study the question and the statements and decide which of the statement(s) is/are necessary to answer the question. In a certain election, total 480 men and 385 women voted for the winning candidate. Find the total number of men and women who voted in the election. Statement I∶ The ratio of number of men and women who voted in the election is 12 ∶ 11. Statement II∶ 100 more men than total women have voted in the election.  Statement III∶ 40% of the men and 35% of the women voted for the winning candidate. 
Nine individuals - Z, Y, X, W, V, U, T, S and R - are the only candidates, who can serve on three committees-K1, K2 and K3, and each candidate should serve on exactly one of the committees. Committee K1 should consist of exactly one member more than committee K2. It is possible that there are no members in committee K3. Among Z, Y and X none can serve on committee 10. Among W, V and U none can serve on committee K2. Among T, S and R none can serve on committee K3. In case committee K2 is served by T and Z only, how many of the nine individuals should serve on committee K3?  Of the nine individuals, the largest number that can serve together on committee K3 is:
Three parties A, B and C contest the election. From the previous election, 4000 voters who voted for party C voted for B and 2000 from party C voted for party A. 2000 voters from party B voted for C and 1000 voters did not vote at all. In previous election C won the election defeating B by 5000 votes and defeated A by 15000 votes. The percentage amounts of vote poled to party A in the present election is 300/11. What is the vote obtained by party A in the present election?
Nine individuals - Z, Y, X, W, V, U, T, S and R - are the only candidates, who can serve on three committees-K1, K2 and K3, and each candidate should serve on exactly one of the committees. Committee K1 should consist of exactly one member more than committee K2. It is possible that there are no members in committee K3. Among Z, Y and X none can serve on committee 10. Among W, V and U none can serve on committee K2. Among T, S and R none can serve on committee K3. In case committee K2 is served by T and Z only, how many of the nine individuals should serve on committee K3? 
In a country , 60% of the male citizen and 70% of the female citizen are eligible to vote. 70% of male citizens eligible to vote voted and 60% of female citizens eligible to vote voted. What fraction of the citizens voted during the election ?
In an election, 30% of the voters voted for candidate A whereas 60% of the remaining voted for candidate B. The remaining voters did not vote. If the difference between those who voted for candidate A and those who did not vote was 1200, how many individuals were eligible for casting vote in that election ?
In an election, 30% of the voters voted for candidate A whereas 60% of the remaining voted for candidate B. The remaining voters did not vote. If the difference between those who voted for candidate A and those who did not vote was 1000, how many individuals were eligible for casting vote in that election. 
A constituency consists of two parties A and B. A has a solid vote bank of 30% and B has a vote bank of x%. Remaining parties are neutral voters. Out of the neutral voters, a section of them turn up for the election and 60% of those who turned voted for A. Out of others who didn’t vote 70% of them have voted for B. Originally A got 28 4/7% more votes than B. But if the people who did not turn up voted, A would have still won but by 4 4/49%. What is the percentage amount of voters who did not vote?