Part 2 | Test 6 | Time: 1 hour |
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- Find the oblique(slant) asymptote for the graph of
Sketch the graph of this function.

**Answer:**The equation for the slant asymptote is*y*=*x*-2. - Find all vertical and horizontal asymptotes for the graph of
Graph the function.

**Answer:**The vertical asymptotes are*x*=0, and*x*=6. The horizontal asymptote is*y*=0. - Find the real and complex zeros of .

**Answer:**The three zeros are - Given that -5 is a zero of , find
the other zeros.

**Answer:**The three zeros are: - Solve for

**Answer:**The solutions are all numbers in the interval - Write as a partial fraction
decomposition.

**Answer:** - Restrict the domain of so that its inverse exists
and then find the inverse.

**Answer:**The intervals , or , are the biggest intervals which will work. If we restrict to the interval , the inverse function is given by

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