Volume of Prisms and Cylinders

Find the volume of the rectangular prism.

• V = 55 yd³

• V = 121 yd³

• V = 22 yd³

• V = 330 yd³

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Volume is the amount of space inside (within) a 3D figure

• True

• False

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Find the Volume of the triangular prism.

V = (base area)(height)

• V = 960 cm ³

• V = 240 cm ³

• V = 1920 cm ³

• V = 400 cm ³

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Find the Approximated Value for the Volume of the Cylinder

• V = 418.21 cm³

• V = 261.38 cm³

• V = 130.69 cm³

• V = 1672.84 cm³

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Which label would NOT be appropriate for volume.

• square miles
• inches³
• cm³
• cubic feet

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What SHAPE is the base? AND

What is the AREA of the base (B)?

• Rectangle; 60in²

• Triangle; 12 in²

• Rectangle; 32 in²

• Triangle; 6 in²

Find the EXACT VALUE Volume of the cylinder.

• V = 1696.46 m³

• V = 540π m³

• V = 180π m³

• V = 565.49 m³

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Find the EXACT VALUE Volume of the solid shown in the figure.

• V = 120π m³

• V = 360π m³

• V = 1440π m³

• V = 240π m³

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Which Cylinder has a GREATER volume and WHY?

• Cylinder A because 327.12 > 251.92

• Cylinder B because 327.12 > 251.92

• Cylinder A because 186.92 > 186.61

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GIVEN that the AREA OF THE BASE of this trapezoidal prism is 15 square units. What is the Volume?

• V = 120 units³

• V = 120 units²

• V = 15 units³

• V = 240 unit³

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