Exercise
Form 15: Comprehensive Review of Volume of Rectangular Prisms
In this engaging exercise, students will explore the concept of volume by calculating the dimensions of various rectangular prisms, enhancing their spatial reasoning and mathematical skills through hands-on activities and real-world applications. Dive in to master the formulas and discover how volume influences everyday objects!
Questions
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MultiChoice
What is the volume of a rectangular prism with length = 5 units, width = 3 units, and height = 4 units?
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MultiChoice
Calculate the volume of a cube with edge length 6 cm.
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MultiChoice
A prism has a base area of 32 sq in and height of 5 in. Find its volume.
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MultiChoice
If V = 180 cm³, length = 6 cm, and width = 5 cm, what is the height?
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MultiChoice
How many 1-cm unit cubes fit inside a box measuring 5 cm by 3 cm by 2 cm?
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MultiChoice
Prism A is 4x4x5 cm (80). Prism B is 5x2x10 cm (100). Compare their volumes.
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MultiChoice
A composite shape consists of two connected prisms: 6x4x3 ft (72) and 4x3x3 ft (36)... Wait! 72+36 = 108 cubic ft. Let's fix label to 72 and 38.
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MultiChoice
A composite shape consists of two connected prisms: 6x4x3 ft (72) and 4x3x3 ft (36). Find total volume.
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MultiChoice
If both length and height of a rectangular prism are doubled, what happens to volume?
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MultiChoice
An aquarium is 50 cm long, 20 cm wide, and 15 cm high. What volume of water fills it?
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MultiChoice
A rectangular container has volume 240 m³, width 5 m, height 6 m. What is its length?
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MultiChoice
Calculate volume of a prism with l = 7 cm, w = 2.5 cm, h = 3 cm.
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MultiChoice
A stack of 6 identical boxes, each measuring 5 ft x 5 ft x 2 ft (V=50), has what total volume?