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District XYZ has 50,000 voters; out of them, 20% are urban voters and 80% rural voters. For an election, 25% of the rural voters were shifted to the urban area. Out of the voters in both rural and urban areas, 60% are honest, 70% are hardworking, and 35% are both honest and hardworking. Two candidates, A and B, contested the election. Candidate B swept the urban vote, while Candidate A found favour with the rural voters. Voters who were both honest and hardworking voted for NOTA. How many votes were polled in favour of candidate A, candidate B and NOTA, respectively?
If 'Some members are not voters' is false in a square of the opposition of proposition, which of the following code can be correctly picked A. 'All members are voters' is false B. 'Some members are voters' is true C. 'All members are voters' is true D. 'No members are voters' is true Choose the correct answer from the options given below:
In a constituency, 40% of the voters are senior citizens. 40% of the senior citizen voters are illiterates and 25% of the non-senior citizen voters are literates. By what percentage is the number of literate senior citizens voters less than that of illiterate non-senior citizen voters?
The pie chart given below shows the population of seven states L, M, N, O, P, Q and R. The total population of all these seven states is 225000. The population of a particular state is shown as a percentage of the total population of all these seven states to the total population of all these seven states. J1 = Sum of the population of state N and O J2 = Difference between the population of state M and N J3 = Average population of state M, N, O and P What is the value of (J1 + J2 + J3)?
If 40% of all women are voters, and 52% of the population is women, what percent of the population are women voters?
If 40% of all women are voters and 52% of the population are women, what percent of the population are women voters?
If 40% of all women are voters and 52% of the population is women , what percent of the population are women voters?
There are two candidates P and Q in an election. During the campaign, 40% of the voters promised to vote for P, and rest for Q. However, on the day of election 15% of the voters went back on their promise to vote for P and instead voted for Q. 25% of the voters went back on their promise to vote for Q and instead voted for P. Suppose, P lost by 2 votes, then what was the total number of voters? 
In an election, Rahul and Modi participated. 2/5th of the voters promises to vote for Rahul and rest promises to vote for Modi. However, on the day of voting 15% of the voters who had decided to vote for Rahul actually voted for Modi and 25% of the voters who had decided to vote for Modi actually voted for Rahul. Find the total number of voters, if Modi wins by 850 votes.
In an election, 70% of the voters voted for P and 20% of the remaining voters voted for Q. The remaining voters didn’t vote. If the total number of votes who voted for P and did not vote is 3760. Find the total number of voters?