What is the inverse of the following statement? "If it is not Wednesday, then it is sunny."
If its not sunny, its Wednesday.
If it is not sunny then it is wednesday. I believe the objective here is to switch the hypothesis and the conclusion
@heyitsminnaaax3 inverse would mean the opposite.
Memorize this: Statement: If p, then q. Converse: If q, then p. Inverse: If not p, then not q. Cotrapositive: If not q, then not p.
You need to negate the hypothesis and the conclusion. If p , then q . If it is not Wednesday , then it is sunny." p = it is not Wednesday q = it is sunny Now negate p and q: not p = it is Wednesday not q = it is not sunny If not p , then not q . If it is Wednesday , then it is not sunny. If it is Wednesday, then it is not sunny.
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