The lateral surface area of the solid shown in the diagram above will comprise the surfaces $B C E H, E H G F, G F D A,$ and .

A B C D

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C D F E

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A B G H

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Solution

The correct option is A $A B C D$
The lateral surface area of a solid is the sum of areas of all the walls, excluding the top and the bottom surfaces of the solid.
For the solid shown:

For calculating the lateral surface area we have to exclude the top and the bottom surfaces.
Here, We have included the surfaces:
$B C E H, E H G F, G F D A$
$∴$ The remaining surface is $A B C D$ .

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The lateral surface area of the solid shown in the diagram above will comprise the surfaces BCEH,EHGF,GFDA, and .

The lateral surface area of the solid shown in the diagram above will comprise the surfaces $B C E H, E H G F, G F D A,$ and .