Direct Proof: For all integers n, if n is odd then 3n + 5 is even

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Proof: n is Odd if and only if 3n+5 is Even Proof: n is Odd if and only if 3n+5 is Even
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Direct Proof: For all integers m, if m is even then 3m + 5 is odd Direct Proof: For all integers m, if m is even then 3m + 5 is odd
(4.2.1) Proving Universal Statements: If n is Odd, Then 3n + 5 is Even (4.2.1) Proving Universal Statements: If n is Odd, Then 3n + 5 is Even
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Example: Proof by Contraposition [3] Example: Proof by Contraposition [3]
Proving Theorems Part 1 Direct Proofs Proving Theorems Part 1 Direct Proofs
indirect proof 3 Prove that if n^3+5 is odd then n is even contradiction contraposition indirect proof 3 Prove that if n^3+5 is odd then n is even contradiction contraposition