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Without Z, Y translates to:

If Y --> Z

If Z --> Y

If ~Y --> Z

If ~Z --> ~Y

Without Z being present, Y implies that Z is not true. This relationship is expressed in the correct answer choice, "If ~Z --> ~Y." This statement means that if Z is not true (~Z), then Y is also not true (~Y). This logic aligns with the given scenario where the absence of Z affects the presence of Y.

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