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Question: 1. Define propositions P and Q and use them to give a real-world example of two fallacies we discussed (denying the hypothesis and affirming the conclusion).
2. Prove that if n is even, then 6n+4 is even.
3. Prove that if n is even, then n*n+n is even.
4. Prove that if n*n is even then n is even.
5. Prove that if n*n is odd then n is odd.
Discuss the difference between a modal and modeless form
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