Quiz At Home

Title: Volume of 3d-shapes(cone , cylinder)

Grade: 4-a Lesson: S3-L4

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

Problem Id Problem Options

1

The volume of a cone is 530 cum.m and the diameter of its base is 12 m. Find the height of the cone. ( π = 3.141).

A) 14.60 m

B) 41.06 m

C) 14.06 m

D) 41.60 m

2

Calculate the radius of a given cylinder having a height of 7 in and volume of cylinder is 710 cum.in ( π = 3.141).

A) 6.85 in

B) 5.86 in

C) 6.58 in

D) 5.68 in

3

Calculate the volume of the cone If the radius of the cone is 21 ft and the height is 16 ft ( π = 3.141).

A) 7830.24 cu.ft

B) 7380.24 cu.ft

C) 7830.422 cu.ft

D) 7380.422 cu.ft

4

Calculate the volume of a given cylinder having a height of 19 cm and a base radius of 13 cm. ( π = 3.141)

A) 4777.46 cu.cm

B) 4777.69 cu.cm

C) 4777.64 cu.cm

D) 4777.96 cu.cm

5

Calculate the radius of the base of a cylindrical glass container of volume 620 cum.in. The height of the cylindrical container is 30 in ( π = 3.141).

A) 2.56 in

B) 7 in

C) 5.26 in

D) 6.26 in

6

The height of the cylinder is 6 meters and the radius of 9 meters, find its volume.

A) 1589.04 \$"meter"^3\$

B) 1526.04 \$"meter"^3\$

C) 1599.04 \$"meter"^3\$

D) 1554.04 \$"meter"^3\$

7

The volume of a cone is 314 cubic meters and the diameter is 10 meters, find the height of the cone.

A) 15 meters

B) 12 meters

C) 13 meters

D) 14 meters

8

The volume of a cylinder is 351.38 cubic inches and the height is 4 inches, find the radius of the cylinder.

A) 9 inches

B) 10 inches

C) 7 inches

D) 5 inches

9

The volume of a cone is equal to the volume of a cylinder if the volume of the cone is 785 cubic feet and the radius of a cylinder is 5 feet find the height of a cylinder.

A) 7 feet

B) 8 feet

C) 10 feet

D) 15 feet

10

The volume of a cylinder is 401.92 cubic meters and the height is 8 meters, calculate the volume of the cylinder if the radius increases by double.

A) 1687.68 \$"meter"^3\$

B) 1656.68 \$"meter"^3\$

C) 1649.68 \$"meter"^3\$

D) 1607.68 \$"meter"^3\$


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