Solutions Algebra

The connective “Nor” or “Not…or…” is defined for any statements p, q by (p→ q)=> ≠g (p∨ q

Question: The connective “Nor” or “Not…or…” is defined for any statements p, q by \((p\downarrow q)\Leftrightarrow \neg (p\vee q)\). Represent the statements in parts (a) through (e) of Exercise 15, using only this connective.

a) \(\neg p\)

b) \(p\vee q\)

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