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a. $3 (:32 8) H55) = m f'(5:] Determine the following. Show all work. (a) Domain of f: (b) Symmetry of f: (c) Equation(s) of
a." $3 (:32 8) H55) = m f'(5:] Determine the following. Show all work. (a) Domain of f: (b) Symmetry of f: (c) Equation(s) of any vertical asymptotes: (d) Equation(s) of any horizontal asymptotes: (e) Coordinates of any critical point{s}: (f) Open intervals where f is increasing: (g) Open intervals where f is decreasing: (h) Coordinates of any local maxima: (i) Coordinates of any local minirna: (j) Open intervals where f is concave up: (1:) Open intervals where f is concave down: (1] Coordinates of any inection point(s): 2W f\"(m) = (In) Sketch the graph of f, labelling all points of interest. 32((32 (5)2 + 60) 4(32 4F
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