Lim(x->) x^(1/(1-x))?

Question: Lim x^(1/(1-x)) x->1 Best Answers: Answer by kbLet L = lim(x–>1) x^(1/(1-x)). Taking logarithms yields ln L = lim(x–>1) ln x/(1 – x) = lim(x–>1) (1/x)/ (-1), by L’Hopital’s Rule = -1. Thus, L = e^(-1). I hope this helps! Answer by BrandonRLet u = 1/(1-x) Lim as x -> 1 of 1/(1-x) is […] PR News Crimovies