Question

*consider the function f(x)=x^2 -1 / x^3

a) Find the horizntal and vertical asymptotes.

b) what are the critical points of the function.

c) on what intervals is the function increasing and decreasing. d) At what points, if any, does the function assume local extreme values.

e) Determine the conavity of the function's curve, and find the inflection points.

Answer 1

how to find horizntal and vertical asymptotes if I have x^3 ?

Answer 2

does x^3 have any asymptote?

Answer 3

Let me give you an advice.
Graph the function y by a graphing calculator. It will help you having an idea of what to do.

Answer 4

I don't understand :(
is this sulation ?

Answer 5

solution*

Answer 6

What is the last solution now?