Form 12: Decimal and Fractional Dimensions Volume Practice
In this engaging exercise, students will explore the relationship between decimals and fractions while calculating the volumes of various geometric shapes, enhancing their understanding of measurement and number conversion. Challenge yourself to tackle real-world problems using volume formulas, and solidify your mathematical skills in an interactive way!
Questions
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MultiChoice
Find volume of a rectangular prism with l = 2.5 cm, w = 2 cm, h = 1.5 cm.
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MultiChoice
Calculate volume of a box with length = 4.5 ft, width = 2 ft, height = 3.33... (or l=4.5, w=2, h=3.33 -> use l=4.5, w=2, h=33.3 -> let's use l=4.5, w=2, h=3.3 -> 29.7. Wait, let's use l=4.5, w=2, h=3 = 27). Wait, l=4.5, w=2, h=3.33... Let's change: l=4.5, w=2, h=3.33 -> 30 (since 4.5*2*3 1/3 = 30).
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MultiChoice
What is the volume of a prism with l = 5 m, w = 1.5 m, h = 2 m?
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MultiChoice
Calculate volume when length = 3.5 in, width = 4 in, height = 3 in.
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MultiChoice
Find V for a box measuring 8 cm by 2.5 cm by 3 cm.
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MultiChoice
A wooden crate has length = 6 ft, width = 2.5 ft, height = 1.6 ft. What is its volume?
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MultiChoice
Determine volume of a prism with l = 5 cm, w = 2.5 cm, h = 3 cm.
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MultiChoice
What is the volume of a container with l = 7 m, w = 4.5 m, h = 2 m?
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MultiChoice
Calculate volume when length = 4.5 in, width = 3 in, height = 4 in.
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MultiChoice
A prism has dimensions l = 6 cm, w = 3.5 cm, h = 4 cm. (6 * 3.5 * 4 = 84) Wait! Let's correct choices: 84 cubic cm.
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MultiChoice
Calculate volume for l = 6 cm, w = 3.5 cm, h = 4 cm.
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MultiChoice
Find volume of a storage room measuring 10 ft by 3.5 ft by 3 ft.