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Explain how you found the volume of the rectangular prism with a hole through it.
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Find the volume of a prism with a cylinder cut through it, Prism: \(V=\color{lime}{Bh}\) Cylinder: \(V=\color{tomato}{\pi r^2h}\) So the equation would be, \(V_\text{shape}=\color{lime}{V_\text{prism}}-\color{tomato}{V_\text{cylinder}}\) Which would be \(V_\text{shape}=\color{lime}{Bh}-\color{tomato}{\pi r^2h}\)
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