what is the domain of the function?\no x > -2\no x > 0\no x < 2\no all real numbers
what is the domain of the function?\no x > -2\no x > 0\no x < 2\no all real numbers
Answer
Explanation:
Step1: Identify domain from graph
The domain is the set of all x - values for which the function is defined. Looking at the graph, the function starts at x = - 2 and extends to the right.
Step2: Determine domain inequality
Since the graph starts at x=-2 (and the graph has a solid - like start, meaning x = - 2 is included) and goes to the right, the domain is x≥ - 2. Among the given options, the closest correct one considering the non - strict inequality interpretation in the multiple - choice context is x > - 2.
Answer:
x > - 2