Prove parts (c) and (d) of Theorem 3.4.2. (c) (u + v) w = (n

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Prove parts (c) and (d) of Theorem 3.4.2.
(c) (u + v) × w = (n × w) + (v × w)
(d) k(u × v) = (ku) × v = u × (kv)
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