Evaluate the following limit. lim 7 cos (x) - 7n x- -1+ 10 sin (x) + 5nt X Recall that lim f(x) lim f ( x ) = x - a x->a g(x) lim g(x)' x - a provided the limits on the right-hand side of the equation exist, and provided lim g(x) # 0. Under what conditions is lim f(x) x - a lim g(x) x-a of an indeterminate form? How can L'Hopital's Rule be used to evaluate a limit of an indeterminate form? Does L'Hopital's Rule apply to a one-sided limit? What are the domains of sin 1(x) and cos-1(x)