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Jugs and Mugs Class 2 Worksheet Maths Chapter 7

Q.1. (A) Find the volume of each cylinder. (use π = 3.14)
(i)

Volume =____
Ans. 1,243.44 in³

(ii)

Volume = ____
Ans. 54,259.2 ft³

(iii)

Volume = ____
Ans. 23,804.34 yd³

(B) Find the volume of each cylinder from the given parameters. (use π = 3.14)
(i) height = 9 ft ; radius = 3 ft
Volume = ____
Ans. 254.34 ft³

(ii) radius = 13 yd ; height = 8 yd
Volume = ____
Ans. 4,245.28 yd³

(iii) radius = 16 in ; height = 27 in
Volume = ____
Ans. 21,703.68 in³

(iv) height = 15 ft ; radius = 10 ft
Volume = ____
Ans. 4,710 ft³

(v) A cylindrical flower vase is 11-inch tall. Find the volume of the vase, if the radius is 4 inches. (use π = 3.14)
Ans. 552.64 cubic inches

Q.2. (A) Find the volume of each triangular pyramid. Round your answer to two decimal places.
(i) Base Area = 40 ft²

Volume = ____
Ans. 240 ft³

(ii) Base Area = 119 in²

Volume = ____
Ans. 872.67 in³

(iii) Base Area = 55 yd²

Volume = ____
Ans. 495 yd³

(iv) Base Area = 76 in²

Volume = ____
Ans. 734.67 in³

(v) Base Area = 23 yd²

Volume = ____
Ans. 46 yd³

(vi) Base Area = 84 ft²

Volume = ____
Ans. 308 ft³

(B) The base area of a triangular pyramid is 65 square feet. Determine the volume, if its height is 24 feet.
Ans. 520 cubic feet

(C) A triangular pyramid has a height of 14 inches and a base area of 94 square inches. Find the volume of the pyramid. Round your answer to two decimal places.
Ans. 438.67 cubic inches

Q.3. (A) Find the indicated measure. Round your answer to the nearest tenth. (use π = 3.14)
(i) Volume = 157 ft³

height = ____
Ans. 7.4 ft

(ii) Volume = 910.6 yd³

diameter = ____
Ans. 10 yd

(iii) Volume = 9820.58 in³

height = ____
Ans. 21.7 in

(B) Find the indicated measure. Round your answer to the nearest tenth. (use π = 3.14)
(i) Volume = 41,436 ft³ ; radius = 22.5 ft
height = ____
Ans. 26.1 ft

(ii) Volume = 68.13 yd³ ; height = 2.4 yd
radius = ____
Ans. 3 yd

(iii) Volume = 5,126.62 in³ ; height = 17 in
diameter = ____
Ans. 19.6 in

(iv) Volume = 8,011.96 ft³ ; diameter = 30.2 ft
height = ____
Ans. 11.2 ft

(C) A cylindrical oil pipe measures 4 feet in diameter and 251.2 cubic feet in volume. What is the height of the oil pipe? Round your answer to the nearest tenth. (use π = 3.14)
Ans. 20 feet

The document Jugs and Mugs Class 2 Worksheet Maths Chapter 7 is a part of the Class 2 Course Mathematics for Class 2: NCERT.

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FAQs on Jugs and Mugs Class 2 Worksheet Maths Chapter 7

1. What is the concept of Jugs and Mugs?

Ans. Jugs and Mugs is a class 2 mathematics concept that teaches students about the volume and capacity of different containers, such as jugs and mugs. Students learn how to compare and measure the amount of liquid that each container can hold.

2. How can I calculate the volume of a jug or mug?

Ans. To calculate the volume of a jug or mug, you need to measure its height, base area, and shape. For a cylindrical container like a mug, you can use the formula V = πr^2h, where r is the radius and h is the height. For a jug with a different shape, you may need to use a different formula or break it down into simpler shapes to calculate the volume.

3. What are some real-life examples where knowledge of jugs and mugs is useful?

Ans. Knowledge of jugs and mugs can be useful in various real-life situations. For example, when cooking or baking, understanding the volume of different measuring cups or containers can help in following recipes accurately. It is also useful in filling water bottles or other containers to the desired level, and in understanding the capacity of fuel tanks or liquid storage tanks.

4. How can I teach jugs and mugs concept to my class 2 child?

Ans. To teach the jugs and mugs concept to a class 2 child, you can start by using real jugs, mugs, and other containers to demonstrate the concept. Let the child compare the sizes and shapes of different containers and discuss how they can hold different amounts of liquid. You can also use visual aids, such as drawings or diagrams, to explain the calculations involved in measuring volume.

5. Are there any online resources or games available to practice the jugs and mugs concept?

Ans. Yes, there are several online resources and educational games available to practice the jugs and mugs concept. These resources often include interactive activities where students can virtually fill and compare different containers, estimate volumes, or solve word problems related to volume and capacity. Some websites also provide printable worksheets and exercises for additional practice.

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