Question: Prove that if a; b R, then (a) -(a + b) = (-a) + (-b), (b) (-a) (-b) = a b, (c)

Prove that if a; b ∈ R, then
(a) -(a + b) = (-a) + (-b),
(b) (-a) ∙ (-b) = a ∙ b,
(c) 1/(-a) = -(1/a),
(d) -(a/b) = (-a)/b if b ≠ 0.

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