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Show-that-the-sequence-x-n-1-x-n-does-not-converge-uniformly-on-0-2-by-showing-that-the-limit-function-is-not-continuous-on-0-2-




Question Number 158327 by Tawa11 last updated on 02/Nov/21
Show that the sequence    (x^n /(1   +   x^n ))    does not converge uniformly on  [0,  2]  by showing that the limit function is not continuous on    [0,  2]
Showthatthesequencexn1+xndoesnotconvergeuniformlyon[0,2]byshowingthatthelimitfunctionisnotcontinuouson[0,2]

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