(e) On what interval(s) is g(r) increasing? On what interval(s) is g(r) decreasing? Page 3 of 5 Math 251 Written Homework 4 - S22 Due Thurs. April. 28, 2022 (f) Describe that concavity of g(x) and provide any points of inflection, if any exist. (g) Use the information found in parts (a)-(f) to sketch a graph of g(z).(2) Let g() = 2 -9x. (a) Find the domain of g(z). (b) Provide the equation of the vertical asymptote of g(r). Page 2 of 5 Math 251 Written Homework 4 - $22 Due Thurs. April. 28, 2022 (c) Find the critical point(s) of g(r). Provide your answer(s) as (x,y)-coordinate points. (d) Use the second derivative test to find all local (relative) extrema of g(r). Provide your answer(s) as (x,y)-coordinate points and clearly label the classification of each point (local minimum, local maximum, or neither)