Answered

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Consider the function in the graph to the right.
The function has a maximum of
8
at x =
-5
The function has a minimum of
5
at x =
-2
The function is increasing on the interval(s):
The function is decreasing on the interval(s):
The domain of the function is:
(-00,00)
The range of the function is:
(-00,00)
$37
→→
++
4
4

Consider The Function In The Graph To The Right The Function Has A Maximum Of 8 At X 5 The Function Has A Minimum Of 5 At X 2 The Function Is Increasing On The class=

Sagot :

1) The function has a maximum of 8 at x = -5

2) The function has a minimum of 5 at x = -2

3) The function is increasing on the intervals; (-∞, -5) ∪ (-2, ∞)

4) The function is decreasing on the interval; (-5, -2)

5) The domain of the function is; (-∞, ∞)

6) The range of the function is; (-∞, ∞)

How to Interpret a Quadratic Graph?

From the given quadratic function graph, we can tell the following;

1) The function has a maximum of 8 at x = -5

2) The function has a minimum of 5 at x = -2

3) The function is increasing on the intervals; (-∞, -5) ∪ (-2, ∞)

4) The function is decreasing on the interval; (-5, -2)

5) The domain of the function is; (-∞, ∞)

6) The range of the function is; (-∞, ∞)

Read more about Quadratic Graphs at; https://brainly.com/question/14477557

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