If \( p \) : 'Amit is tall' and \( q \) : 'Amit is smart', then the statement \( \sim p \vee q \....

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If \( p \) : 'Amit is tall' and \( q \) : 'Amit is smart', then the statement \( \sim p \vee q \) is
\( \mathrm{P} \)
(1) Amit is not tall or he is smart.
W
(2) Amit is tall or he is smart.
(3) Amit is not tall and he is smart.
(4) Amit is not tall then he is smart.


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