The base of a cuboid cannot be considered as a face.

True

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False

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Solution

The correct option is B False

In any geometric solid that is composed of flat surfaces, each flat surface is called a face, irrespective of position in the object.

So, base of a cuboid can be considered as a face.

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X = -5 can this be expressed as a linear equation in two variables?

True

False

⨀

\begin{matrix} A & B & A ⨀ B T r u e & T r u e & T r u e T r u e & F a l s e & T r u e F a l s e & T r u e & F a l s e F a l s e & F a l s e & T r u e \end{matrix}

\sim

⨀

A \land B

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