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For n 1 and x = [0, 1], let n An (2) = cos(jx + x) j (j+1) j=1 Does the sequence (fn) converge?
For n 1 and x = [0, 1], let n An (2) = cos(jx + x) j (j+1) j=1 Does the sequence (fn) converge? Does it converge uniformly on [0, 1]? Pr your assertion.
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Exploring Geometry
Authors: Michael Hvidsten
2nd Edition
1498760821, 9781498760829
