The function is .

Step 1: Find the zeros.

                   (Set )

       (Add to each side)

                         (Apply additive inverse property: )

There is zero at .

Step 2: Find the asymptotes.

Vertical asymptote:

                   (Set )

       (Subtract from each side)

                     (Apply additive inverse property: )

There is a vertical asymptote at .

The degree of the numerator equal to the degree of the denominator.

The difference between the degree of the numerator and the degree of the denominator is .

Thus there is an oblique asymptote.

The equation of the asymptote is the quotient excluding any remainder.

Thus, the oblique asymptote is the line .

Step 3: Draw the asymptotes:

Make a table of values.

Graph:

Graph the function .

Plot the points obtained in the table.

Graph of the function is