the entire graph of the function g is shown in the figure below. write the domain and range of g using…

Explanation:

Step1: Identify domain from graph

The left - most x - value of the graph is $x=-5$ (open - circle) and the right - most x - value is $x = 2$ (open - circle). So the domain is all x - values between these two points.

Step2: Write domain in interval notation

The domain is $(-5,2)$.

Step3: Identify range from graph

The lowest y - value of the graph is $y=-4$ (open - circle) and the highest y - value is $y = 4$ (open - circle). So the range is all y - values between these two points.

Step4: Write range in interval notation

The range is $(-4,4)$.

Answer:

domain: $(-5,2)$ range: $(-4,4)$