Question
For each n E N, define a continuous function fn: [0, 1] R by 1+nx 2n-cos(nx) fn(2) = Prove that a sequence (Sn) defined
For each n E N, define a continuous function fn: [0, 1] R by 1+nx 2n-cos(nx) fn(2) = Prove that a sequence (Sn) defined by Sn - S. fn (20) de = [ _VI + M2 S = dx 2n - cos(na) converges and find lim 8n. You need to justify your answer. da
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An Introduction to Analysis
Authors: William R. Wade
4th edition
132296381, 978-0132296380
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