Aptitude Questions and Answers for Competitive Exams

Rajesh Bhatia11 months ago 1.9K Views Join Examsbookapp store google play
Aptitude Questions and Answers for Competitive Exams
Q :  

2x+3y=10 has?

(A) No solution

(B) A unique solution

(C) Only two solutions

(D) Infinitely many solutions


Correct Answer : D

Q :  

Find the perimeter of the triangle whose sides are 4 meter , 5 meter and 60cm .

(A) 3600 meter

(B) 6.9 meter

(C) 69 meter

(D) 9.6 meter


Correct Answer : D

Q :  

A rhombus has diagonals of length 8 cm and 6cm. Find its perimeter. 

(A) 24 cm

(B) 28cm

(C) 18 cm

(D) 20cm


Correct Answer : D

Q :  

In which of the following divisions , will the remainder be more than the remainder you -get when you divide 176 by 3? 

(A) 173 ÷ 5

(B) 174 ÷ 4

(C) 175 ÷ 3

(D) 176 ÷ 2


Correct Answer : A

Q :  

The difference of 5671 and the number obtained on reversing its digits is

(A) 3906

(B) 4906

(C) 3916

(D) 7436


Correct Answer : A

Q :  

In the product 3759 × 9573, the sum of tens' digit and units' digit is 

(A) 0

(B) 7

(C) 9

(D) 16


Correct Answer : B

Q :  

The perimeter of a square is 20cm. A rectangle has the same width as the square. The length of the rectangle is double its width. The area, in square cm, of the rectangle is

(A) 100

(B) 25

(C) 30

(D) 50


Correct Answer : D

Q :  

(Smallest common multiple of 36 and 60) ÷ (Biggest common factor of 18 and 45) is equal to?

(A) 40

(B) 10

(C) 20

(D) 30


Correct Answer : C

Q :  

The difference between the place value of 5 in 29503 and the face value of 7 in 32071 is?

(A) 2

(B) 43

(C) 430

(D) 493


Correct Answer : D

Q :  

The side of a square is 10cm. How many times will the new perimeter become if the side of the square is doubled?

(A) 4 times

(B) 3 times

(C) 2 times

(D) will remain the same


Correct Answer : C

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    Rajesh Bhatia

    A Writer, Teacher and GK Expert. I am an M.A. & M.Ed. in English Literature and Political Science. I am highly keen and passionate about reading Indian History. Also, I like to mentor students about how to prepare for a competitive examination. Share your concerns with me by comment box. Also, you can ask anything at linkedin.com/in/rajesh-bhatia-7395a015b/.

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