### Home > PC > Chapter 5 > Lesson 5.2.5 > Problem5-106

5-106.

Suppose Benny Bug is crawling on the graph of $f(x) \text{ as } x → ∞$ and thinks he is getting closer and closer to $2$. Bertha Bug is crawling on the graph of $g(x) = 3 + f(x)$ as $x → ∞$. What number does Bertha think she is getting close to?

How does adding $3$ to a function value transform the graph?