Question

How do you find the limit of `5/(x-2)` as x approaches 2?

Answer 1

negative infinity

Explanation:

In the graph below, we see the equation of `y=(5)/(x-2)`.

As x is approaching 2, the graph continues on towards negative infinity.

Therefore, the limit of `(5)/(x-2)` as x approaches 2 = negative inifinity.
graph{(5)/(x-2) [-41.1, 41.03, -20.4, 20.72]}