c Given two sequences fn neN gn neN C C 0 1 of continuous functions...
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Algebra
c Given two sequences fn neN gn neN C C 0 1 of continuous functions on the closed unit interval 0 1 defined by fn z and 9n 1 Find the limit f and g respectively of each sequence if it exists Which of these sequences converge uniformly on 0 1 That is do f and g belong to C 0 1 or not nx 1 nx nx 1 n x
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