Homework Help:

1,

The derivative of a function f is given for all r by O 1. local maximum at x = 2 f'(x) = (4x2 - 4x - 24) (1+ g(x)2) O 2. local maximum at x = 3 where g is some unspecified function. At O 3. local maximum at * = -2 which point(s) will f have a local maximum? 4. local maximum at x = -2, 3 5. local maximum at x = -3The derivative of a function f is given by f'(x) = (x2 +2x -35)g(x) O 1. local minimum at x = -7 for some unspecified function g such that O 2. local minimum at * = 7 g(x) > 0 for all x. At which point(s) does f have a local minimum? O 3. local minimum at a = -5 4. local minimum at x = -7, 5 O 5. local minimum at x = 5Let f be the function defined by f(x) = 5-22/3. O 1. C only O 2. All of them Consider the following properties: A. derivative exists for all a ; 3. None of them B. concave down on (-oo, 0) U (0, co) ; 4. B only C. has local maximum at a = 0; Which does f have? O 5. B and C only 6. A and B only O 7. A only O 8. A and C only