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13 Nov 2019
4, (25 points) Consider g(x) = a. Find the domain of g. b. Find all vertical asymptotes if any. c. Find all horizontal asymptotes if any. d. Find the first derivative of g. e. Find all critical numbers of g. f. Determine all the intervals where g is increasing. g. Determine all the intervals where g is decreasing. h. Find the second derivative of g. i. Determine the interval(s) where the graph of y = g(x) is concave upward, concave downward and the inflection point(s). j. Sketch the graph of y g) including any asymptotes. Identify any local extrema and inflection points on the graph.
4, (25 points) Consider g(x) = a. Find the domain of g. b. Find all vertical asymptotes if any. c. Find all horizontal asymptotes if any. d. Find the first derivative of g. e. Find all critical numbers of g. f. Determine all the intervals where g is increasing. g. Determine all the intervals where g is decreasing. h. Find the second derivative of g. i. Determine the interval(s) where the graph of y = g(x) is concave upward, concave downward and the inflection point(s). j. Sketch the graph of y g) including any asymptotes. Identify any local extrema and inflection points on the graph.
Patrina SchowalterLv2
15 Jul 2019