The graph of a function is shown .
5
3
2-
Which of the following correctly identifies the set of outputs?
{(5,-2), (1, -1) (-2, 2), (2,5)
{(-2,5),(-1, 1), (2,-2), (5,2)
O-2, -1.2,5)
OT-2, 1, 2,5)

8p+(-9)

(-9)3p+5p and you can swith em around

we have been given a piecewise function which has three parts

we can graph each part one by one.

first part is x+1 which is just like equation y=x+1

restriction with first part is x< 0 so that means we can use any number for x which is less than 0 for example x=-1 and x=-2

now plug x=-1 into y=x+1 to get y

y=x+1=-1+1=0

so the point will be (-1,0)

similarly we get another point (-2,-1)

now we graph a line joining both points but keep in mind that line must be on left side of x=0 because of restriction x< 0

same way we can graph 2nd and third parts

if we have < or > then we use open circle.

if we have < = or > = then we use close circle.

so using above information, final graph can be drawn as: