The symbolic form of the statement, "If p, then neither q nor r" is

p ⟹ q \land r

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p ⟹ \sim q \land \sim r

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p ⟹ \sim q \lor \sim r

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p ⟹ \sim q \land r

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Solution

The correct option is B $p ⟹ \sim q \land \sim r$
The word "neither", means both q and r, will be negated shown using the tilde sign $\sim$
So, the given statement can be expressed in symbol form as $p ⟹ \sim q \land \sim r$ as $\land$ denotes AND.

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