1. Suppose the power series Can(z + 3)" has radius of convergence R>2. What can be said about the convergence of S = (-1

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1. Suppose the power series Can(z + 3)" has radius of convergence R>2. What can be said about the convergence of S = (-1

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1 Suppose The Power Series Can Z 3 Has Radius Of Convergence R 2 What Can Be Said About The Convergence Of S 1 1
1 Suppose The Power Series Can Z 3 Has Radius Of Convergence R 2 What Can Be Said About The Convergence Of S 1 1 (16.14 KiB) Viewed 11 times
1. Suppose the power series Can(z + 3)" has radius of convergence R>2. What can be said about the convergence of S = (-1)"an? Solution Video (I goofed here! = -4 not a = -2) - Problem numbers may have changed. S diverges because its partial sums oscillate OS converges conditionally. S converges absolutely.
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