converges uniformly on (-00,00). (b) Prove that fooo e-xy dx converges uniformly on [1,00). (c) Prove that

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converges uniformly on (-00,00).

(b) Prove that fooo e-xy dx converges uniformly on [1,00).

(c) Prove that foOOye-XYdx exists for each y E [0,00) and converges uniformly on any [a, b] C (0,00), but does not converge uniformly on [0,1].

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An Introduction To Analysis

ISBN: 9780131453333

3rd Edition

Authors: William R. Wade

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Question Posted: Jul 20, 2024 05:02 AM

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converges uniformly on (-00,00). (b) Prove that fooo e-xy dx converges uniformly on [1,00). (c) Prove that

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An Introduction To Analysis

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