For each n E N, we are given the function fn : A → R. Which of the following statements is true: O En=1 fn converges uniformly if and only if (fn) converges to zero uniformly. O If (fn) converges to...


For each n E N, we are given the function fn : A → R.<br>Which of the following statements is true:<br>O En=1 fn converges uniformly if and only if (fn) converges to zero uniformly.<br>O If (fn) converges to zero pointwise, then fn converges pointwise.<br>O If En=1 fn converges uniformly then (fn) converges to zero uniformly.<br>fn converges pointwise if and only if (fn) converges to zero pointwise.<br>Ο Σ-<br>

Extracted text: For each n E N, we are given the function fn : A → R. Which of the following statements is true: O En=1 fn converges uniformly if and only if (fn) converges to zero uniformly. O If (fn) converges to zero pointwise, then fn converges pointwise. O If En=1 fn converges uniformly then (fn) converges to zero uniformly. fn converges pointwise if and only if (fn) converges to zero pointwise. Ο Σ-

Jun 04, 2022
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