I've been having some trouble solving the problems on this page...

Recall: If y = g(x) . h(x) then dy = g'(x) . h(x)+g(x).h(x) [product rule] If y = 8(x) dy h(x) . g' (x) - g(x).h(xx) [quotient rule] h(x) then (h(x)) 2 If y = f(g(x)) then dy = f'(g(x)).g'(x) [chain rule]nami to bal Ex. 4) For F and G functions and given that: F(5) = -1, F'(5) = -3 G(5) = 4 G'(5) - 2:0 9307:go a) If P(x) = F(x) . G(x) , then evaluate P' (5) . P' (5) = Shollonut Jago sgrove bids to svusvob F(x) b ) If 2 (x ) = G(x) , then evaluate Q' (5). Q' (5) = 0c To levelanitoubonq s s be ni bevel levi boy youonul ovhavhob isdi to aulav Ex. 5) For R and Q functions and given that: O(-1) = 5, R(-1) = -4, R(5) = 7; O'(-1) =-3, R'(-1) = 2, R'(5) =-1 If f (x) = R(O(x)), then evaluate f'(-1). f' ( - 1) =