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# Percentage Questions

Home > Quantitative Aptitude > Percentage > General Questions
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Rahul scored 75% marks in his board exams comprising 5 subjects. He applied for re-evaluation and got 25 marks in one subject, and 5 marks less in another subject. For the remaining three subjects, the marks were unchanged. What is his new percentage?

A75%

B77%

C79%

D70%

Explanation:

5 subjects each subject 100 marks total = 500
Rahul got 75% .
=> 75% of 500 = 375
Total marks = 375+25-5 = 395
Average = (395/500)*100 = 79%

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In paper A, one student got 18 out of 70 and in paper B he got 14 out of 30. In which paper he did fare well?

AB

BA

CBoth

DNone

Explanation:

Paper A : (18/70)*100~=25.71%
Paper B : (14/30)*100~=46.66%

Therefore the solution is Paper B

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Mr.Govind was a building contractor. He was doing reasonably well in his business but was always on an expansion mode. Mr.Govind won a contract with the Corporation and his business began to boom. So he decided to deploy more people in his projects. If he were to increase his labour force by 33.33%, what will be percentage reduction in the work load of each employee?

A75%

B50%

C25%

D33.33%

Explanation:

Let us consider 100 workers and 1000 units of work.
Work load on each worker will be 1000/10 =10.
Works increased by 33.33%.
So, total workers be 133.33%.
New Work load on each worker will be 1000/133.33= 7.5
Percentage of work load decreased is (10-7.5)*100 = 25%

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A mother her little daughter and her just born infant boy together stood on a weighing machine which shows 74kgs. How much does the daughter weight if the mother weighs 46kg more than the combined weight of daughter and the infant and the infant weighs 60% less than the daughter.

A9

B11

C10

DCannot be Determined

Explanation:

Lets assume Daughter weight = x
infant weight is 60% less than daughter i.e., 0.4x mother weight is (x+0.4x+46)
Total weight = x + 0.4x + (x+0.4X+46) = 74
By solving the above eq.
x = 10

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In a party , where there were 200 quests, 60% had veg food, 50% had non veg, 30% of guest had both veg and non veg, how many % did not dine at the party?

A30%

B35%

C40%

D45%

Explanation:

Total 200 people of this 60% -Veg food = 120
Total 200 people of this 50% - non- Veg food =100
30% both veg and non veg=60
veg only=60
only non veg=40
both=60
therefore people didnt dine=> 60+60+40+x=200
=>x=40

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In a village, the production of food grains increased by 40% and the per capita production of food grains increased by 27% during a certain period. The percentage by which the population of the village increased during the same period is nearest to

A16

B13

C10

D7

Explanation:

Here is no explanation for this answer

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Out of the shirts produced in a factory, 15% are defective, while 20% of the rest are sold in the domestic market. If the remaining 8840 shirts are left for export, then the number of shirts produced in the factory is

A13600

B13000

C13400

D14000

Explanation:

Let the total number of shirts be x.
Hence number of non defective shirts = x - 15% of x = 0.85x

Number
of shirts left for export = No of non defective shirts - number of
shirts sold in domestic market
= No of non defective shirts - 20% of No of non defective shirts
= 80% of No of non defective shirts

Hence 8840 = 0.8 * (0.85x) .
Solving for x we get, x = 13000

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The number of girls appearing for an admission test is twice the number of boys. If 30% of the girls and 45% of the boys get admission, the percentage of candidates who do not get admission is

A35

B50

C60

D65

Explanation:

Here is no explanation for this answer

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In an election between two candidates, one got 55% of the total valid votes, 20% of the votes were invalid. If the total number of votes was 7500, the number of valid votes that the other candidate got, was :

A2500

B2900

C2700

D3100

Explanation:

Total number of votes = 7500

Given that 20% of Percentage votes were invalid

1st candidate got 55% of the total valid votes.

Hence the 2nd candidate should have got 45% of the total valid votes

=> Valid votes that 2nd candidate got = total valid votes x (45/100)

7500*(80/100)*(45/100) = 2700

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