Exercise
Form 13: Real-World Applications - Tents, Roofs, and Structures
Solve real-world problems involving structures like tents and roofs. Apply prism volume and surface area calculations to practical architectural shapes.
Questions
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MultiChoice
A camping tent has a triangular front base of 5 ft and height 4 ft, and length 9 ft. What is the interior volume?
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MultiChoice
A house roof is shaped like a triangular prism with base 12 m, height 4 m, and length 15 m. Calculate the volume under the roof.
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MultiChoice
A wooden wedge with base 10 in, height 3 in, and length 12 in is used to block a door. What is its volume?
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MultiChoice
A triangular greenhouse tent needs canvas covering for its 2 triangular ends (base 4 m, height 3 m) and 2 roof sides (slope side 3.6 m, length 10 m). What is the canvas area?
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MultiChoice
A ramp has a right triangular profile with base 12 ft, height 5 ft, and width 6 ft. Find the volume of the ramp.
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MultiChoice
A triangular prism shed has base 8 m, height 3 m, and depth 10 m. What is the volume of air inside?
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MultiChoice
A wooden ramp with right triangle legs 3 ft and 4 ft (hypotenuse 5 ft) has width 8 ft. What is its surface area?
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MultiChoice
An outdoor canopy in the shape of a triangular prism has base 6 ft, height 4 ft, and length 10 ft. What is its volume?
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MultiChoice
A triangular prism flower bed has base area 1.5 m² and depth 4 m. How much soil does it hold?
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MultiChoice
A metal wedge has base legs 5 cm and 12 cm, hypotenuse 13 cm, and length 20 cm. What is its surface area?
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MultiChoice
A triangular glass prism for a skylight has base area 8 ft² and length 15 ft. Find its volume.
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MultiChoice
A triangular doghouse roof has base 4 ft, height 2 ft, and length 5 ft. What is the volume of the roof space?