below is the graph of a rational function. use the graph to find the asymptotes.\na) find the vertical…

below is the graph of a rational function. use the graph to find the asymptotes.\na) find the vertical asymptote(s). enter each asymptote as an equation, separating multiple asymptotes with a comma. if there are no vertical asymptotes, enter none.\nb) find the horizontal asymptote(s). enter each asymptote as an equation, separating multiple asymptotes with a comma. if there are no horizontal asymptotes, enter none.

below is the graph of a rational function. use the graph to find the asymptotes.\na) find the vertical asymptote(s). enter each asymptote as an equation, separating multiple asymptotes with a comma. if there are no vertical asymptotes, enter none.\nb) find the horizontal asymptote(s). enter each asymptote as an equation, separating multiple asymptotes with a comma. if there are no horizontal asymptotes, enter none.

Answer

Explanation:

Step1: Identify vertical asymptote

Vertical asymptote is a vertical line (x = a) where the function approaches infinity. From the graph, the function has a break at (x = 0).

Step2: Identify horizontal asymptote

Horizontal asymptote is a horizontal line (y = b) which the function approaches as (x\to\pm\infty). From the graph, as (x\to\pm\infty), (y = 4).

Answer:

a) (x = 0) b) (y = 4)