follow the blank answer only thanks

Question 13 Let F(r) = f(f(x)) and G(x) = (F(z))2 You also know that f(6) = 3, f(3) - 3, f'(3) - 2, f'(6) - 13 Find F' (6) = and G'(6) =\fScore: 0/20 UP 15 answered Question 11 Given the function / (z) = - 2x] ams Find the difference quotient f(= + A) - f(=) h ook Find f (I) by determining lim J( I t h) - f(s) h Find f'( - 2) (This slope should match the tangent line you drew above.) Find f'(0) Find f' (1) Graph the function /(2) = - 2x* and draw the tangent lines to the graph at points whose x-coordinates are -2 , 0, and 1. Clear All Draw