Question

Graph the function f(x)=(−x−4)(x+2).

Answer 1

The points of the graph of function be (0,-8) , (1,-15) ,(2,-24).

Given f(x)=(-x-4)(x+2)

We have to first multiply both the expressions to get f(x)

Expression refers to combination of numbers, symbols, variables, etc. It is usually not in equal to form. It expresses the relationship between variables. To find out the graph we need to first points of function.

f(x)=$-x^{2} -2x-4x-8$

Now we have to add 2x and 4x

f(x)=$-x^{2} -6x-8$

Put the value of x=0

f(0)=0-0-8

=-8

Put the value of x=1

f(1)=-1-6-8

=-15

Put the value of x=2

f(2)=-4-12-8

=-24

Now plot these points on the graph to get the graph of function f(x)=(-x-4)(x+2).

Learn more about function at brainly.com/question/10439235

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