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What is the volume air enclosed in a pyramid-shape tent whose square base measures 8 dm by 8 dm and whose height is 6dm?

User NJGUY
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We have to calculate the volume of the pyramid with the following dimensions:

We can express and calculate the volume as:


\begin{gathered} V=(1)/(3)A_bh \\ V=(1)/(3)(8\cdot8)\cdot6 \\ V=(64*6)/(3) \\ V=128\text{ }dm^3 \end{gathered}

Answer: the volume is 128 dmĀ³

What is the volume air enclosed in a pyramid-shape tent whose square base measures-example-1
User Molecule
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