quiz 9 - requires respondus lockdown browser + webca\nstarted: oct 20 at 9:55pm\nquiz instructions\naccess…

quiz 9 - requires respondus lockdown browser + webca\nstarted: oct 20 at 9:55pm\nquiz instructions\naccess code: start\ntime: 25 minutes\nnumber of attempts: 1\nlockdown browser and respondus monitor required.\nthis quiz covers sections through 3.7 from the textbook.\nquestion 4\nfind the horizontal asymptotes (if any) for the following function:\n$f(x)=\\frac{6x^{10}+7x + 1}{2x^{8}+7}$\nthere are no horizontal asymptotes for f(x)\n$y = 1/7$\n$y = 0$\n$y = 3$\n$x = 3$

quiz 9 - requires respondus lockdown browser + webca\nstarted: oct 20 at 9:55pm\nquiz instructions\naccess code: start\ntime: 25 minutes\nnumber of attempts: 1\nlockdown browser and respondus monitor required.\nthis quiz covers sections through 3.7 from the textbook.\nquestion 4\nfind the horizontal asymptotes (if any) for the following function:\n$f(x)=\\frac{6x^{10}+7x + 1}{2x^{8}+7}$\nthere are no horizontal asymptotes for f(x)\n$y = 1/7$\n$y = 0$\n$y = 3$\n$x = 3$

Answer

Explanation:

Step1: Recall the rule for horizontal asymptotes

For a rational function (f(x)=\frac{a_nx^n + \cdots+a_0}{b_mx^m+\cdots + b_0}), if (n>m), then there is no horizontal asymptote. Here, the degree of the numerator (n = 10) (from (6x^{10})) and the degree of the denominator (m=8) (from (2x^{8})).

Answer:

There are no horizontal asymptotes for (f(x))