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Percentage Sheet - 14

The document presents various election scenarios involving three candidates and their respective vote percentages. It includes multiple-choice questions to determine the number of votes received by candidates and the total number of votes polled based on given percentages and vote differences. Each question provides options to choose from, focusing on calculations related to valid and invalid votes.

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17 views3 pages

Percentage Sheet - 14

The document presents various election scenarios involving three candidates and their respective vote percentages. It includes multiple-choice questions to determine the number of votes received by candidates and the total number of votes polled based on given percentages and vote differences. Each question provides options to choose from, focusing on calculations related to valid and invalid votes.

Uploaded by

rishikak1506
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as PDF, TXT or read online on Scribd
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Sheet PERCENTAGE

14

1. In an election, there are three candidates contested.


The first candidates got 40% votes and the second
(a) 21000 (b) 23500
got 36% votes. If total number of votes polled were
36000, find the number of votes got by the 3rd (c) 22000 (d) 27500
candidate./ 5. Raju, Ravi and Ashok contested an election. 5%
votes polled were invalid. Raju got 30% of the total
votes. Ravi got 32% of the total votes. The winner
got 5136 more votes than the person who received
(a) 8040 (b) 8640 (c) 9360 (d) 9640 the least number of votes. Find the total number
2. In an election between three candidates, Arjun, of votes polled./
Bhasker and saral contested for a post. Arjun got
50% votes more than saral, and saral got 2% votes
less than Bhaskar. The difference between the votes
of Bhaskar and saral is 1296. What is the half of
the difference between the votes of Arjun and
Bhaskar?/ (a) 171200 (b) 64200
(c) 171220 (d) 172100
6. In an election two candidates participate. 20% votes
declare invalid and the winner gets 70% of valid
votes and he win by 9600 votes. Find the no. of
(i) Voting list/
(a) 13888 (b) 13988 (ii) Valid votes/
(c) 17550 (d) 15228
3. Three candidates P, Q and R participated in an
election. P got 35% more votes than Q, and R got
15% more votes than Q. P overtook R by 2,412
votes. If 90% voters voted and no invalid or illegal
(a) 35000, 27000 (b) 28000, 25000
votes were cast, then what was the number of vot-
ers in the voting list?/ P Q R (c) 27500, 20000 (d) 30000, 24000
P Q R 7. In an election two candidates participated. 20%
Q P R 1
voters did not vote. 12 % votes declared invalid
2
and the winner got 60% of valid votes and he won
by 5600 votes. Find the number of voter list./
1
(a) 46,900 (b) 42,800 12 %
2
(c) 42,210 (d) 48,500
4. 8% of the voters in an election did not cast their
votes. In this election, there were only two candi-
dates. The winner by obtaining 48% of the total
votes, defeated his contestant by 1100 votes. The (a) 35,000 (b) 45,000
total number of voters in the election was:/ (c) 40,000 (d) 25,000

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1
1 11 %
8. In an election 10% voters did not vote and 11 % 9
9
votes declared invalid and the winner got 75% of
valid votes. If he won by 2000 votes then find the
voting list.

(a) 5,000 (b) 6,000


(c) 8,000 (d) 2,000

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