spartas Messages 7 Reaction score 0 Thread starter Oct 4, 2015 #1 find the inverse function of f(x)=ln(x-1), x>1
evinda Gold Member MHB Messages 3,741 Reaction score 0 Oct 4, 2015 #2 spartas said: find the inverse function of f(x)=ln(x-1), x>1 You set $y=f(x)$. Then $y= \ln (x-1) \Rightarrow e^y=x-1 \Rightarrow x=e^y+1$. What can we deduce from that?
spartas said: find the inverse function of f(x)=ln(x-1), x>1 You set $y=f(x)$. Then $y= \ln (x-1) \Rightarrow e^y=x-1 \Rightarrow x=e^y+1$. What can we deduce from that?