Question

please write neatly and use as many papers as it take to form a cohesive and understandable answer with all appropriate steps

Here’s a function f(x) = x^4 - 2x^3 . For f(x), find

(a) (2 points) Domain:

(b) (3 points) Intercepts (if possible)

(c) ( 2 points) End behavior

(d) (2 points) Any vertical or horizontal asymptotes

(e) (8 points) Intervals of increasing/decreasing and Relative max/min and

(f) (8 points) Intervals of concavity and Points of inflection

(g) (10 points) Use all of the above to create a detailed graph of the function (on the given grid). Graphs submitted need to be at least 6” x 6” in size. Do not turn in a tiny graph.

Answer 1

Please see the solution and if you have any doubt Please comment

Thanks