Home » Blog » Compute the limit of the given function Compute the limit of the given function by RoRi December 25, 2015 Evaluate the limit. We use the trig identity and then use L’Hopital’s rule to evaluate, Related
My understanding is that the book has not proved to use the L’Hopital’s rule when the indeterminate form is ∞/∞. You need to show that the equation is lim x -> π 1/((log 2)/(log (sin x))+1+log(cos x)/log (sin x))
I agree, my solution is to set t = |sin(x)| and note that t->0+ when x->pi and then apply L’Hopital.