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What is the volume of pyramid rounded to the nearest cubic mile

What is the volume of pyramid rounded to the nearest cubic mile-example-1
User Tws
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1 Answer

13 votes
13 votes

Solution:

The volume of a pyramid is given below as


\begin{gathered} V=(1)/(3)* base\text{ area}* height \\ V=(1)/(3)* l* w* h \\ l=15m \\ w=12m \\ h=20m \end{gathered}

By substituting the values, we will have


\begin{gathered} V=(1)/(3)* l* w* h \\ V=(1)/(3)*15m*12m*20m \\ V=5m*12m*20m \\ V=1200m^3 \end{gathered}

Hence,

The volume of the pyramid is


\Rightarrow1200m^3

OPTION A is the right answer

User Alexbuisson
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