Quiz At Home

Title: Area of 3D shapes

Grade Lesson s4-l6

Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the ten problems using the Quiz Sheet. Then submit the quiz to get the score. This is a good exercise to check your understanding of the concepts.

Quiz: at Home

Id Name Note

1

If the total surface area of a cubic having \$726 cm^2\$, then find the length of cubic?

A) \$10 cm^2\$

B) 11 cm

C) \$13 cm^2\$

D) \$15 cm^2\$

2

The radius of the base of a cone is 7 cm and its slant height is 60 cm. Find the curved surface area and total surface area of the cone.

A) \$1330 cm^2\$, \$1464 cm^2\$

B) \$1325 cm^2\$, \$1471 cm^2\$

C) \$1320 cm^2\$, \$1474 cm^2\$

D) \$1312 cm^2\$, \$1464 cm^2\$

3

A cuboid with dimensions given as length = 16 cm, width = 11 cm, and height = 12 cm, find the total surface area of the cuboid.

A) \$1100 cm^2\$

B) \$1050 cm^2\$

C) \$1240 cm^2\$

D) \$1000 cm^2\$

4

Find the total surface area of a cylindrical container with a diameter of 20 cm and a height of 25 cm.

A) \$2200 cm^2\$

B) \$2220 cm^2\$

C) \$2100 cm^2\$

D) \$2240 cm^2\$

5

If the length of each side of the cube is 2.5 meters, then find the area of the cube.

A) \$37.5 cm^2\$

B) \$37.4 cm^2\$

C) \$30.4 cm^2\$

D) \$34.4 cm^2\$

6

Find the total surface area of a cone with a radius of 14 units and a slant height of 8 units. (Use π = \$22/7\$)

A) 968 sq units

B) 965 sq units

C) 990 sq units

D) 900 sq units

7

Find the total surface area of a cuboid whose length is 4 cm, width is 2 cm, and height is 5 cm.

A) 76 sq cm

B) 66 sq cm

C) 54 sq cm

D) 44 sq cm

8

Calculate the curved surface area of a sphere having a radius of 1 cm.

A) 21 sq cm

B) 12.57 sq cm

C) 44 sq cm

D) 54 sq cm

9

Find the side of a cube whose surface area is \$1196 cm^2\$.

A) 15 cm

B) 13 cm

C) 14 cm

D) 10 cm

10

Find the total surface area of a container in a cylindrical shape whose radius is 6 cm and its height is 24 cm.

A) 1104 sq cm

B) 111 sq cm

C) 1103.44 sq cm

D) 1131 sq cm

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