100 Most Repeated MCQs of Math

Q251: Zero divided by any non-zero whole number is ______?

Zero

Undefined

Non-Zero Whole Number

None of these

Q252: The value of an article which was purchased 2 years ago, depreciates at 12 % per annum. If its present value is Rs .9680, the price at which it was purchased is?

12,500

10000

19000

18000

Q253: In a one Kilometre race A beats B by 28 Meters in 7 seconds. Find out the time taken by A to finish the race?

4 mins 20 secs

4 mins 0 secs

4 mins 3 secs

None of these

Q254: 6 students in a class failed in mathematics. this represent 16 2/3% of the class. how many students passed the course

ایک کلاس میں 6 طالب علم ریاضی میں فیل ہوئے۔ یہ کلاس کے 16 2/3٪ کی نمائندگی کرتا ہے۔ کتنے طلباء نے کورس پاس کیا۔

30

28

36

none

Q255: The decreased population of a city from 25,000 to 24,500. Find the percentage?

2%

3%

4%

1%

Q256: Q. Mr. Rehan ordered a car worth Rs. 6,00000 and was given a discount. Given that he paid Rs. 5,70000 for his new car. Calculate the percentage discount he received?

5%

7%

8%

11%

Q257: Two numbers are respectively 20% and 50% more than a third number. The ratio of two numbers is?

2:3

3:4

4:5

5:6

Q258: 888/0.8 x 8 =? Home Mathematics 888/0.8 x 8 =?

8007

8880

0.888

None

Q259: The sum of first 10 natural numbers is equal to ____?

55

40

50

None of these

Q260: What is the number whose square and cube are the same?

وہ کونسا عدد ہے جس کا مربع اور مکعب ایک جیسا ہے؟

1

2

3

4

100 Most Repeated MCQs of Math

Q251: Zero divided by any non-zero whole number is ______?

Explanation

Q252: The value of an article which was purchased 2 years ago, depreciates at 12 % per annum. If its present value is Rs .9680, the price at which it was purchased is?

Explanation

Given, $A =$ Rs. $9680, T = 2$ years, $R = 12 %$
$∵ A = P (1 - \frac{R}{1 0 0})$
$9680 = P (1 - \frac{1 2}{1 0 0})^{2}$
$9680 = P (\frac{8 8}{1 0 0})^{2}$
$P = 9680 \times \frac{2 5}{2 2} \times \frac{2 5}{2 2}$
$=$ Rs. $12, 500$

Q253: In a one Kilometre race A beats B by 28 Meters in 7 seconds. Find out the time taken by A to finish the race?

Explanation

Q254: 6 students in a class failed in mathematics. this represent 16 2/3% of the class. how many students passed the course

Explanation

Q255: The decreased population of a city from 25,000 to 24,500. Find the percentage?

Explanation

Q256: Q. Mr. Rehan ordered a car worth Rs. 6,00000 and was given a discount. Given that he paid Rs. 5,70000 for his new car. Calculate the percentage discount he received?

Explanation

Q257: Two numbers are respectively 20% and 50% more than a third number. The ratio of two numbers is?

Explanation

Q258: 888/0.8 x 8 =? Home Mathematics 888/0.8 x 8 =?

Explanation

Q259: The sum of first 10 natural numbers is equal to ____?

Explanation

Q260: What is the number whose square and cube are the same?

Explanation

100 Most Repeated MCQs of Math

Q251: Zero divided by any non-zero whole number is ______?

Explanation

Q252: The value of an article which was purchased 2 years ago, depreciates at 12 % per annum. If its present value is Rs .9680, the price at which it was purchased is?

Explanation

Given, A= Rs.9680,T=2 years,R=12%∵A=P(1−100R​)9680=P(1−10012​)29680=P(10088​)2P=9680×2225​×2225​= Rs. 12,500

Q253: In a one Kilometre race A beats B by 28 Meters in 7 seconds. Find out the time taken by A to finish the race?

Explanation

Q254: 6 students in a class failed in mathematics. this represent 16 2/3% of the class. how many students passed the course

Explanation

Q255: The decreased population of a city from 25,000 to 24,500. Find the percentage?

Explanation

Q256: Q. Mr. Rehan ordered a car worth Rs. 6,00000 and was given a discount. Given that he paid Rs. 5,70000 for his new car. Calculate the percentage discount he received?

Explanation

Q257: Two numbers are respectively 20% and 50% more than a third number. The ratio of two numbers is?

Explanation

Q258: 888/0.8 x 8 =? Home Mathematics 888/0.8 x 8 =?

Explanation

Q259: The sum of first 10 natural numbers is equal to ____?

Explanation

Q260: What is the number whose square and cube are the same?

Explanation

Given, $A =$ Rs. $9680, T = 2$ years, $R = 12 %$
$∵ A = P (1 - \frac{R}{1 0 0})$
$9680 = P (1 - \frac{1 2}{1 0 0})^{2}$
$9680 = P (\frac{8 8}{1 0 0})^{2}$
$P = 9680 \times \frac{2 5}{2 2} \times \frac{2 5}{2 2}$
$=$ Rs. $12, 500$