Question: (a) Give an example of two functions f, g on R to R such that f g, but such that f g =

(a) Give an example of two functions f, g on R to R such that f ≠ g, but such that f ο g = g ο f.
(b) Give an example of three functions f, g, h on R such that f ο (g + h) ≠ f ο g) + f ο h.

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