Lesson Example Discussion Quiz: Class Homework |
Quiz In Class |
Title: Find the volume |
Grade: 6-a Lesson: S2-L5 |
Explanation: Hello Students, time to practice and review. Let us take next 10-15 minutes to solve the five 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 radius of the base of a cylindrical container of volume 703.55 cum.m .Height of thecylindrical container is 41 m |
A) 4.22 m B) 2.316 m C) 3.23 m D) 5.64 m |
2 |
The rectangular prism on the right has edges 7.2 cm, 9.5 cm and 4.3cm. Which edges are equal to edge PQ |
A) TU B) QR C) SR D) PQ |
3 |
Find the volume of cone if radius is 6.2 cm and height 9.8 cm |
A) 1182.84 cum.m B) 394.82 cum.m C) 390 cum.m D) 394.28 cum.m |
4 |
For the triangular pyramid the area of base is 324 sq.m . Find the volume and height of pyramid is 6 m |
A) 648 cum.m B) 684 cum.m C) 604 cum.m D) 640 cum.m |
5 |
Using the volume formula of the cube find the volume of the cuboid whose length is 11 fts breadth is 13.8 fts and height is 7.2 fts. |
A) \$1092.96 ft^3\$ B) \$151.8 ft^3\$ C) \$1092.69 ft^3\$ D) All the above |
6 |
Find the volume of a cube whose edge is 12 units. |
A) \$1728cm^3\$ B) \$1758cm^3\$ C) \$1328cm^3\$ D) \$1428cm^3\$ |
7 |
Find the volume of the cone which has a base radius of 7cm and slant height is 12cm |
A) \$502.65 cm^3\$ B) \$402.65 cm^3\$ C) \$302.65 cm^3\$ D) \$202.65 cm^3\$ |
8 |
Find the volume of a given triangular prism whose area is given to be 60 cubic square andthe given height is 5cm |
A) \$502.6 cm^3\$ B) \$150 cm^3\$ C) \$250 cm^3\$ D) \$350 cm^3\$ |
9 |
Find the total surface area and lateral surface area of a cuboid whose length is 10 cm, width is 15 cm and height is 18 cm. |
A) 898 sq cm B) 899 sq cm C) 900 sq cm D) 901 sq cm |
10 |
Find the volume of a cube whose length of the longest diagonal is 3√3 cm. |
A) \$50.6 cm^3\$ B) \$30.6 cm^3\$ C) \$20.6 cm^3\$ D) \$27 cm^3\$ |
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