Question: Problem 7 . Let P be a proposition. Take the propositional form, K = ( P ) v v ( P ) v v (

Problem 7. Let P be a proposition. Take the propositional form,
K=(P)vv(P)vv(P)vv(P)vvdotsvv(**P)
where ** represents the negation symbol applied 101 times. Using one of the equivalence laws
(from lecture) argue that PvvK is logically equivalent to PvvP.
Problem 7 . Let P be a proposition. Take the

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