How do you find the limit #lim x^x# as #x->oo#? Calculus Limits Infinite Limits and Vertical Asymptotes 1 Answer Jim H Dec 8, 2017 Use #x^x = e^(xlnx)# Explanation: As #xrarroo#, #xlnxrarroo#, so #e^(xlnx) = x^xrarroo# Answer link Related questions How do you show that a function has a vertical asymptote? What kind of functions have vertical asymptotes? How do you find a vertical asymptote for y = sec(x)? How do you find a vertical asymptote for y = cot(x)? How do you find a vertical asymptote for y = csc(x)? How do you find a vertical asymptote for f(x) = tan(x)? How do you find a vertical asymptote for a rational function? How do you find a vertical asymptote for f(x) = ln(x)? What is a Vertical Asymptote? How do you find the vertical asymptote of a logarithmic function? See all questions in Infinite Limits and Vertical Asymptotes Impact of this question 5734 views around the world You can reuse this answer Creative Commons License