Question

will someone help me graph the following

The Graph of a Rational Function

1The y-intercept (if any) is the value of f(0).

2The x-intercepts (if any) are the zeros of the numerator; that is, the solutions of the equation p(x) = 0.

3The vertical asymptotes (if any) are the zeros of the denominator; that is, the solutions of the equation q(x) = 0.

4The horizontal asymptote (if any) is the value that f(x) approaches as x increases or decreases without bound.

Answer 1

5Determining the behavior of the graph between and to the left and right of each x-intercept and vertical asymptote is crucial for describing the complete graph of a rational function.

Answer 2

I see excellent instruction to do the graphing, but do not see a problem.