Question: Define the connective Nand or Not . . . and ... by (p q) (p q), for any statements p, q. Represent

Define the connective "Nand" or "Not . . . and ..." by (p ↑ q) ⇔ ¬(p ∧ q), for any statements p, q. Represent the following using only this connective.
(a) ¬ p
(b) p ∨ q
(c) p ∧ q
(d) p → q
(e) p ↔ q

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