Question: Any two integers with even sum have the same parity. 3 ) Restate the claim as a universally - quantified conditional statement. 4 ) Set

Any two integers with even sum have the same parity.
3) Restate the claim as a universally-quantified conditional statement.
4) Set up a direct proof by generic particular.
Specify your assumptions
State what it's sufficient to show
Discuss the next step in your proof
5) Set up an indirect proof by contradiction: assumptions, need to show, next step.
6) Set up an indirect proof by contraposition: assumptions, need to show, next step.

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