Find all the vertical asymptotes (if any)of the graph of the function .
E)no vertical asymptotes

Question

Find all the vertical asymptotes (if any)of the graph of the function  . ​
E)no vertical asymptotes

Quizplus · Accepted Answer

To find the vertical asymptotes of the function, we need to find the values of $x$ that make the denominator equal to zero. Looking at the denominator of the given function, we see that it is $(x-2)(x+6)(x-8)$. Thus, the vertical asymptotes occur when $x-2=0$, $x+6=0$, or $x-8=0$. Solving these equations, we get $x=2$, $x=-6$, and $x=8$. Therefore, the graph has vertical asymptotes at $x=2$, $x=-6$, and $x=8$. The correct answer is (D): 11eac44f_eddc_c3b1_bedf_b5bd1c797b16_TB7497_11.

Find All the Vertical Asymptotes (If Any)of the Graph of the Function