Mathematics: Describe the end behavior of the following function:

G is -8 you need to add three two negative 9 then divide that by 2...

Describe the end behavior of the following function:

nina7163

11.03.2022

A ) The graph of the function start high and ends low .

Step-by-step explanation:

Given : f(x) = $-x^{5} +x^{2} -x$ .

To find : Describe the end behavior of the following function.

Solution : We have given function

f(x) = $-x^{5} +x^{2} -x$ .

We can see the Degree = 5 ( Odd) , Leading coefficient = negative .

By the End Behavior Rule : If the degree odd and leading coefficient is negative then the left side of graph would be up and right would be down.

Therefore, A ) The graph of the function start high and ends low .

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