Q1. Let fn(x) = x^ for all n = N and f(x) = 0. Show that...

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Q1. Let fn(x) = x^ for all n = N and f(x) = 0. Show that (fn) does not converge uniformly to f on (-1,0). x Q2. Let f (x) = for all n = N and f(x) = 0. n Show that (fn) converges uniformly to f on [2,4]. Q1. Let fn(x) = x^ for all n = N and f(x) = 0. Show that (fn) does not converge uniformly to f on (-1,0). x Q2. Let f (x) = for all n = N and f(x) = 0. n Show that (fn) converges uniformly to f on [2,4].

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Answer Q1 The sequence fn does not converge uniformly to f on 1 0 because for any ... View the full answer