Developing an understanding of volume

Given the figure below, find the volume of the cylinder on the bottom of the figure.

• 5850π

• 4725π

• 1462.5π

• 1181.3π

Find the volume.

• 1112.3
• 1343.4
• 1423.2
• 1500.6

Calculate the Volume of this composite prism

• 960 m³

• 640 m³

• 80 m³

• 800 m³

Which equation would you use to find the volume of this composite figure? 

• 8³ + ⁴/₃π(8)³
• 8³ + ⁴/₃π(4)³
• 8³ + (¹/₂)(⁴/₃)π(4)³

Sara  and Alanna each drew a cylinder. Sara drew cylinder A. Alanna drew cylinder B. Which cylinder will have a greater volume?

• Cylinder A
• Cylinder B

A cylindrical-shaped container requires 12 cubic feet of soil to be considered full. If a cone with a congruent base and height requires 4 cubic feet of soil, which statement describes how the volumes of these two figures are related?

• C. The cylinder’s volume is 2 times the volume of the cone.

• D. The cylinder’s volume is 8 times the volume of the cone.

Find the volume of the composite figure.

• $V\ =\ 1,728\ +\ 12\pi\ \cong1,765.7\ mm^3$

• $V\ =\ 1,728\ -\ 48\pi\ \cong\ 1,577.2\ mm^3$

• $V\ =\ 1,728\ -12\pi\ \cong1,690.3\ mm^3$

• $V\ =\ 1,728\ +\ 48\pi\ \cong1,878.8\ mm^3$