Question

Graph f(x)=−|x+4|−3 . Use the ray tool to graph the function.

Answer 1

Answer by JKismyhusbandbae: (Answer is in picture)

Answer 2

Answer:

Refer the attached figure.

Step-by-step explanation:

Given : Function $f(x)=-|x+4|-3$

To find : The graph of the function?

Solution :

To plot the graph we need to find the coordinates points of the function so that we construct line over it.

Substituting different values of x,

Put x=0  

$f(0)=-|0+4|-3=-4-3=-7$

Put x=1

$f(1)=-|1+4|-3=-5-3=-8$

Put x=2

$f(2)=-|2+4|-3=-6-3=-9$

Put x=-1

$f(-1)=-|-1+4|-3=-3-3=-6$    

Put x=-2

$f(-2)=-|-2+4|-3=-2-3=-5$    

Plot the points (0,-7) , (1,-8), (2,-9), (-1,-6), (-2,-5)

Refer the attached figure below.