Hello can anyone help with the following problems:

Page 9 of 10 6. (10 points) Consider the following table of values for f, g, h, f', g', and h' 2 3 f(x) 3 7 f'(x) 4 5 7 gx 2 2 g x 6 7 9 h(x) 3 7 2 h'(x 2 4 6 (a) If p(x) = J(x) g(x) ' , find p' (1). (b) If q(x) = f(x)h(x), find q' (2).1 2 (b) Suppose that lim f(x) = A. If lim g(x) = 2, determine all values of A so that lim rg(x) f(x) = 1. Vf(x) +g(x)(a) The normal line at a point on a curve is defined to be the line perpendicular to the tangent line at that point. If n is the slope of the normal line then n = - m where m is the 1 slope of the tangent line. Find the equation of the normal line to y =- arcsin(x) at r = 5