I need help with these questions.

1.

324a:+3 m+2 ' a. Find the first derivative. f'(w) = b. List any critical values. c. Identify intervals of increase. d. Identify intervals of decrease. e. Find the second derivaitve. f ' '(w) = f. Based on parts b through e, f(:c) has a maximum of y = C] when x = C] C] g. Based on parts b through e, f(;13) has a minimum of y 2 when a: = C] h. Use the second derivative to identify intervals where f(m) is concave up. i. Use the second derivative to identify intervals where f($) is concave down. j. Use the second derivative to find any inflection points. k. State any vertical asymptotes. l. State any slant asymptotes. Consider the function f(w) = The function f is graphed below. State the values that fulfill the following requirements. If there are no such values, type ONE. If there are multiple discrete values, separate them with commas. If there are a whole interval of values that fulfill the requirement, use interval notation to give all of the values in the interval. Type 00 for 00 and -00 for 00. Also type U for U . .V ___----___--__---_ Where is f' = 0 ? at :3 = C] Where does 1' have absolute minimums? What are _ . these absolute minimum values? Where '5 f undefined? the absolute minimum is C] which occurs D eta}: Where does 1' have absolute maximums? What are these absolute maximums values? the absolute maximum is I:] h' h Where does f have relative minimums? What W "'- occurs are these relative minimum values? at a: = C] the relative minimum is C] which Where is f' > 0? What are the critical values of f? arm: D D occurs at {I} = Where does f have relative maximums? What are these relative maximum values? Where is f '