Answer the following questions for the function [math]

Enter points, such as inflection points in ascending order, i.e. smallest [math] values first. Enter "INF" for [math] and "MINF" for [math].

Enter intervals in ascending order also.

A. The function [math] has two vertical asympototes:
[math] and [math]

B. [math] has one local maximum and one local minimum:
[math] and [math]

C. For each interval, tell whether [math] is increasing (type in INC) or decreasing (type in DEC).
[math]
[math]
[math]
[math]
[math]
[math]

D. [math] is concave up on the interval ( , )
and on the inteval ( , )

E. The inflection point for this function is

F. Sketch the graph of [math] and bring it to class.