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What is the volume of this container?56 in3l in.2 in.56 in?4 in.4 in.64 in?4 in.64 in3

What is the volume of this container?56 in3l in.2 in.56 in?4 in.4 in.64 in?4 in.64 in-example-1
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User Saugata
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\begin{gathered} we\text{ can compute the volume by } \\ \text{taking the whole reactagular prism} \\ \text{and rest the upper right corner (in red):} \\ \end{gathered}
\begin{gathered} \text{hence, the whole figure has volume} \\ 4\cdot4\cdot4=64in^3 \\ \text{the red part has volume} \\ 1\cdot2\cdot4=8in^3 \\ \text{hence the searched volume is} \\ 64-8=56in^3 \end{gathered}
\begin{gathered} \text{the volume of the bigger rectangle prism is} \\ 8\cdot10\cdot5=400in^3 \\ \text{now} \end{gathered}
\begin{gathered} \text{the volume of the smallet rectangle prism is} \\ 4\cdot4\cdot5=80in^3 \\ hence,\text{ the searched volume id} \\ 400-80=320in^3 \end{gathered}

What is the volume of this container?56 in3l in.2 in.56 in?4 in.4 in.64 in?4 in.64 in-example-1
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User Bouchard
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