Question

I already did the first 2, so please only help me on the last 3..

Answer 1

`\begin{gathered} \text{ASYMPTOTE: y = 0} \\ \text{DOMAIN: (-}\infty,\text{ }\infty) \\ \text{RANGE: }(0,\text{ }\infty) \end{gathered}`

Step-by-step explanation

The asymptote of a graph is the line the graph approaches without actually touching.

The graph given has only one asymptote, and it is a horizontal asymptote.

It is at point:

ASYMPTOTE: y = 0

The domain of a graph is the set of all values of x in the graph.

The domain of the given graph is:

`\text{DOMAIN: (-}\infty,\text{ }\infty)`

The arrow shows that the graph keeps going till infinity.

The range of a graph is the set of all values of y in the graph.

The range of the given graph is:

`\text{RANGE: (0, }\infty)`

This is because the graph never touches 0 on the y axis and the arrow points upwards.