B. The graph of f(x) is given by (-14) (1,4) (-1,-2) (5,-2) (3, -4) (4, 5) Determine is f is continuous at x = c. (a) x = -4 (c) x = 1 (e) x = 5 (b) a = -1 (d) z 3

Consider the graph of the function f given below. f(x) -2 -4 B) If h(x) = 2 0 2 X 4 A) If g(x) = xƒ(x), calculate g' (3). [Select] x² ƒ(x)' C) If i(x) = x² ƒ(x), calculate ¿" (−1). [Select] calculate h' (−1). [Select]

20. If f"(x) = (x – 2)(x + 3)F (x – 5)*, then the graph of f has inflection points where x = (A) -3 and 2 only (B) –3 and 5 only (C) 2 and 5 only (D)-3, 2, and 5

let f(x)={x^2+2, x >-1 AND -x^2-x, x less than for equal to -1} compute f(0), f(-1)and f(-2) a. 0, 2, 6 b. 2, 0, 6 c. 2, 2, 6 d. 2, 0, -2 e. 0, 1, -2

14. Given the following graph of the function y= f(x), construct the graph of the function y= f"(x). (0,2), (1,3), (2,5), (3,9), (-1,1.5) -8 7- -5 -3 -9 -8 -7 -6 -5 -4 -3 -2 2 6 -2 Solution: https://youtu.be/plmnlQ2nb3g PRESS

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)=