Let f = {a n + F} be an odd function (a n) = {a n + S N)}, where f = {a n + F} is an odd function (a n) = {a n + F} A. -3B. -2C. 3D. 2

∵ function f (x) is an odd function ∵ f (- x) = - f (x) ∵ f (32 − x) = f (x), ∵ f (32 − x) = − f (− x) ∵ f (3 + x) = f (x) ∵ f (x) is a periodic function with a period of 3.

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