Question

gebra ii sem 2
1.9.3 quiz: finding vertical asymptotes
given the graph of the function $f(x)$ below, what happens to $f(x)$ when $x$ is a very small positive number?
a. $f(x)$ is a very small positive number
b. $f(x)$ is a very large positive number
c. $f(x)$ is a negative number with a small absolute value.

Explanation:

The graph shows a vertical asymptote at \(x=0\). As \(x\) approaches 0 from the positive side (a very small positive number), the graph moves upward rapidly, meaning \(F(x)\) grows to a very large positive value.

Answer:

B. \(F(x)\) is a very large positive number