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Circles Questions & Answers

Practice important Circles questions that have been prepared by professionals by analyzing questions patterns. Circles questions and answers have a low weightage in the examination and hence must be perfected with practice.

Q1

Q1 If two Circles are said to be congruent, the circumference of one circle is given by 10 cm. Find the radius of the other circle?

A

10 cm

B

4 cm

C

8 cm

D

5 cm

Q2

Q2 The circumference of a circular playground is given by 22 cm. Find half of the area of the playground?

A

38.46 cm

B

46.78 cm

C

19.23 cm

D

62.34 cm

Q3

Q3 In the given figure(refer IMAGE 1),if length of AB and CD is given by 8 cm, then find the length of ON?

A

16 cm

B

8 cm

C

4 cm

D

12 cm

Q4

Q4 Consider a cyclic quadrilateral with sides A, B, C, and D. If the angle between AC is equal to 56∘, what about the angle BD?

A

56 degrees

B

108 degrees

C

72 degrees

D

45 degrees

Q5

Q5 The diameter of a circular hall is given by 58 cm.Find the cost of painting the floor of the hall if the cost of painting per cm was estimated at RS.12?

A

40688

B

31,688

C

29,000

D

38,465

Q6

Q6 The length of an arc with a central angle of 30° is given as 6 cm. Find the area of the circle?

A

312.452 cm2

B

412.382 cm2

C

523.762 cm2

D

489.962 cm2

Q7

Q7 The length of an arc with a central angle of 30° is given as 6 cm. Find the circumference of the circle?

A

 56.322 cm2 

B

 71.96 cm2 

C

 52.762 cm2 

D

 34.382 cm2 

Q8

Q8 The length of an arc with a central angle of 30° is given as 6 cm. Find the area of the sector of the circle?

A

 56.322 cm2 

B

 71.96 cm2 

C

 11.462 cm2 

D

 34.382 cm2 

Q9

Q9 The length of an arc with a central angle of 30° is given as 6 cm. Find the radius of the circle?

A

 58.92 cm2 

B

 71.96 cm2 

C

 11.462 cm2 

D

 34.382 cm2 

Q10

Q10 The length of an arc with a central angle of 30° is given as 6 cm. Find the perimeter of the half portion circle?

A

58.9 cm

B

71.96cm

C

11.46 cm

D

34.38 cm

Practice Circles Questions & Answers

The more questions a candidate answers, the better their understanding of the Circles concepts and their ability to answer quickly and accurately.

Importance: Low

Difficulty level: 5 out of 5 (Hard)

Examination- SSC, Banking, GMAT, GRE, SAT, CAT, etc.

Parent section: Quantitative Aptitude

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2. User Interface

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3. Curated by Experts

Our industry experts and teachers have simplified complex Circles concepts and equations into easy-to-understand bytes for students. Students can easily understand the concepts and apply their knowledge by practicing problems.

4. Regularly updated

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