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Use logical equivalences to prove: ~R v (Q V P) is equivalent to R=>(~P=>Q)
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I was thking about this : starting with ~R v (Q V P) then apply ~P=>Q=~P v Q which would give me : ~R v (~P->Q)
then use the fact that P=>Q=~P v Q to get ~R v (~(~P) v Q)
which would give me : ~ R v (Q v P)
what do you think?
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