Question: Prove using the universal contrapositive and universal transitivity rules. Include any rules of inference. Use a two-column proof: Hint: use V(x), H(x), S(x), P(x) as

Prove using the universal contrapositive and universal transitivity rules. Include any rules of inference. Use a two-column proof:

Hint: use V(x), H(x), S(x), P(x) as predicates.

All villagers are great hunters. If you can catch prey, you will not starve. If you can not catch prey, you are not good at hunting. Therefore, no villagers go hungry.

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