Sketch the graph of (x) = (x 3) (x + 2) and find...

      

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Sketch the graph of ƒ (x) = (x − 3) ³ (x + 2) and find the following if they exist (if it does not exist, write DNE). Give approximate values of x for the following: a. relative maximum point(s) b. relative minimum point(s) c. inflection point(s) d. interval(s) where f is concave down ƒ'(x) = 2√x - 3(3x + 1) 3√x+2 and f'(x) = a. b. C. d. 2(9x² + 6x - 49) 2(x+2.7)(x - 2.02) 3 3, 3 9√√(x + 2)² √√(x − 3)² √√(x + 2)² √(x − 3)² Sketch the graph of ƒ (x) = (x − 3) ³ (x + 2) and find the following if they exist (if it does not exist, write DNE). Give approximate values of x for the following: a. relative maximum point(s) b. relative minimum point(s) c. inflection point(s) d. interval(s) where f is concave down ƒ'(x) = 2√x - 3(3x + 1) 3√x+2 and f'(x) = a. b. C. d. 2(9x² + 6x - 49) 2(x+2.7)(x - 2.02) 3 3, 3 9√√(x + 2)² √√(x − 3)² √√(x + 2)² √(x − 3)²