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De Morgan's Law, Distributive Law
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a. ~(pvq)v(~p^q) equivalent (~p^~q)v(~p^q)"De Morgan's law" b. ~(pvq)v(~p^q) equivalent ~p^(~qvp) "Distributive law"
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1. Show that the proposition ~(p^q)and ~pv~q are logically equivalent.
2. Show that a. ~(pvq)v(~p^q) equivalent (~p^~q)v(~p^q)
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Show that
a. ~(pvq)v(~p^q) equivalent (~p^~q)v(~p^q)"De Morgan's law b. ~(pvq)v(~p^q) equivalent ~p^(~pvq) "Distributive law"
1 answer
asked anonymously
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Parent Categories (2)
Laws of Logic
Logical Equivalence