Question: Exercise 2.33 (Monotone Functions). For each monotone function, we have f(x) = xif(xi = 1) f(xi = 0), and f(x) = (xi f(xi

Exercise 2.33 (Monotone Functions). For each monotone function, we have f(x) = xif(xi = 1) ∨ f(xi = 0), and f(x) = (xi ∨ f(xi = 0)) ∧ f(xi = 1).

Prove these identities.

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