(a) In Section 2.8 we dened an antiderivative of to be a function such that . Try to
Chapter 3, Problem 63(choose chapter or problem)
(a) In Section 2.8 we dened an antiderivative of to be a function such that . Try to guess a formula for an antiderivative of . Then check your answer by differentiating it. How many antiderivatives does have? (b) Find antiderivatives for and . (c) Find an antiderivative for , where . Check by differentiation.
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