show that fxint_5x fracd tsqrt1t2 is one to one fx since fx 0 for all
Search for question
Question
Show that f(x)=\int_{5}^{x} \frac{d t}{\sqrt{1+t^{2}}} is one-to-one. f'(x) =______ Since f'(x) ______ 0 for all x, f is______on (-oo, oo). Thus f is one-to-one. Find (f^-1)'(0).