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The volume of a tree stump can be modeled by considering it as a right cylinder. Moussa measures its height as 2.9 ft and its radius as 38 in. Find the volume of the stump in cubic inches. Round your answer to the nearest tenth if necessary.
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Height = 2.9 ft = 2.9(12) = 34.8 in.
Volume V = πr^2h = π(38^2)(34.8) = π(50251.2) ≈ 157,868.8 in^3.
So the stump's volume is about 157,868.8 cubic inches.
Volume V = πr^2h = π(38^2)(34.8) = π(50251.2) ≈ 157,868.8 in^3.
So the stump's volume is about 157,868.8 cubic inches.
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