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10 cards from this deck
Establishing truth of a statement through logical reasoning
Statement applies to all elements in a set
At least one element for which statement is true
Assume the opposite, show this leads to a contradiction
Consider all possible cases, show statement holds in each
Natural numbers (positive integers ≥1\geq 1≥1)
All integers (positive, negative, and zero)
Is a member of
Intersection of sets (common elements)
Can be equal to (inclusive)
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