question 38 consider the function graphed to the right. the function is increasing on the interval(s): the…

question 38 consider the function graphed to the right. the function is increasing on the interval(s): the function is decreasing on the interval(s): the function is constant on the interval(s): what is the domain of the function:

question 38 consider the function graphed to the right. the function is increasing on the interval(s): the function is decreasing on the interval(s): the function is constant on the interval(s): what is the domain of the function:

Answer

Explanation:

Step1: Identify increasing intervals

Look for where the graph goes up as we move from left - to - right. The function is increasing on the interval $(-2,0)$.

Step2: Identify decreasing intervals

Look for where the graph goes down as we move from left - to - right. The function is decreasing on the interval $(0,2)$.

Step3: Identify constant intervals

Look for where the graph is a horizontal line. The function is constant on the intervals $(-4,-2)$ and $(2,4)$.

Step4: Find the domain

The domain is the set of all x - values for which the function is defined. The domain is $[-4,4]$.

Answer:

The function is increasing on the interval(s): $(-2,0)$ The function is decreasing on the interval(s): $(0,2)$ The function is constant on the interval(s): $(-4,-2),(2,4)$ What is the domain of the function: $[-4,4]$