Suppose g is an odd function and let h = f g. Is h always an

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Suppose g is an odd function and let h = f ∘ g. Is h always an odd function? What if f is odd? What if f is even?

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Calculus Early Transcendentals

ISBN: 978-1285741550

8th edition

Authors: James Stewart

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Question Posted: Jan 05, 2019 11:49 AM

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Suppose g is an odd function and let h = f g. Is h always an

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h x f g x f gx At this point we cant simplify the expression so we might try to find a coun...View the full answer

Calculus Early Transcendentals

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