Lesson Example Discussion Quiz: Class Homework |
Quiz In Class |
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: in Class
| Problem Id | Problem | Options |
|---|---|---|
1 |
Calculate the volume of a given cylinder having a height of 9.5 in and a base radius of 15 in ( π = 3.141). |
A) 6731.88 cu.in B) 6317.88 cu.in C) 6713.88 cu.mm D) 6371.88 cu.in |
2 |
Calculate the volume of cone If the radius of cone and height is 11 m and 16 m ( π = 3.141). |
A) 2042.96 cu.m B) 2024.69 cu.m C) 2042.69 cu.m D) 2024.96 cu.m |
3 |
Calculate the radius of the base of a cylindrical container of volume 650 cum.ft. The height of the cylindrical container is 38 ft. ( π = 3.141). |
A) 4.22 ft B) 2.33 ft C) 3.22 ft D) 2.44 ft |
4 |
The height of a cone is 22 cm and the diameter of its base is 17 cm. Find the volume of the cone ( π = 3.141). |
A) 1662.54 cu.cm B) 126.54 cu.cm C) 1626.54 cu.cm D) 1266.54 cu.cm |
5 |
The volume of a cone is 560 cum. cm, and the diameter of its base is 17 cm. Find the height of the cone. ( π = 3.141). |
A) 14.855 cm B) 14.585 cm C) 14.558 cm D) 14.55 cm |
6 |
Calculate the cone’s volume with a 12 cm height and a 8 cm diameter using the formula. |
A) 202.96 \$cm^3\$ B) 200.96 \$cm^3\$ C) 221.96 \$cm^3\$ D) 210.96 \$cm^3\$ |
7 |
The volume of a cylinder is 1538.6 cubic inches and the radius is 7 inches, find the height of the cylinder. |
A) 8 inches B) 10 inches C) 12 inches D) 14 inches |
8 |
The volume of a cone is 84.78 cubic meters and the height is 9 meters, find the diameter of the cone. |
A) 4 meter B) 5 meter C) 6 meter D) 7 meter |
9 |
The volume of a cylinder is 1230.88 cubic cm and the radius is 7 cm, calculate the volume of the cylinder if the height is reduced by half. |
A) 651.44 \$cm^3\$ B) 689.44 \$cm^3\$ C) 615.44 \$cm^3\$ D) 677.44 \$cm^3\$ |
10 |
The volume of the cone is 145 cubic feet, and the height of the cone is 9 feet, calculate the volume of the cone if the radius is reduced by half. |
A) 51.96 \$cm^3\$ B) 52.96 \$cm^3\$ C) 58.96 \$cm^3\$ D) 56.96 \$cm^3\$ |
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