Determine whether it is possible to obtain the cross section from a cube.
Pentagon

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Solution

Hint: Try to visualize the shape within the cube.
Step 1: A cube contains $6$ square faces.
So, A cube has a square cross-sections.
Therefore, the cross-section of a cube cannot be a pentagon.
Hence, We can conclude that the pentagon cross section is not possible to obtain from cube.

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Determine whether it is possible to obtain the cross section from a cube.Pentagon

Hint: Try to visualize the shape within the cube.Step 1: A cube contains 6 square faces.So, A cube has a square cross-sections.Therefore, the cross-section of a cube cannot be a pentagon.Hence, We can conclude that the pentagon cross section is not possible to obtain from cube.

Determine whether it is possible to obtain the cross section from a cube.
Pentagon

Hint: Try to visualize the shape within the cube.
Step 1: A cube contains $6$ square faces.
So, A cube has a square cross-sections.
Therefore, the cross-section of a cube cannot be a pentagon.
Hence, We can conclude that the pentagon cross section is not possible to obtain from cube.