The Sheffer stroke is a connective denoted | and defined by the following truth table:
The following parts prove that all of the basic connectives can be written by using only the Sheffer stroke:
(a) Show that p|p is logically equivalent to ~p.
(b) Show that (p|p)|(q|q) is logically equivalent to .
(c) Show that (p|q)|(p|q) is logically equivalent to .
(d) Show that p|(q|q) is logically equivalent to p →q.
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