Suppose that f is a continuous function and the following information is known: f(2)=2, f(4) = -1, f(6) = 6, f(8) = 4, f(10) = -3. Let Calculate F'(2). 25 -64 -5 13 -50 • 2x F(x) = ™* f(t) dt. x3

Ex. 5) For R and Q functions and given that: Q(-1) = 5, R(-1) = -4, R(5) = 7; || Q'(-1) =-3, R'(-1) =2, R'(5) =-1 If f(x) = R(Q(x)), then evaluate f"(-1). f"(-1)=

Let F(x) = f(x³) and G(x) = (ƒ(x))⁹ . You also know that a³ = 2, f(a) = 2, ƒ'(a) = 5, and fƒ'(aº) = 9. Find F'(a): and G'(a) = - = ← ID

Let f(x) = x³ - 5x² + 3x - 12. Find the following values. 1 ƒ' (0) = ƒ' (1) = ƒ' (-2) = i 3 i| i