Question

Can somebody answer this?

Answer 1

-5

-3

-2

0

1

Explanation:

just put the number they give you for x and solve and the answer you get is the answer for y

Answer 2

Explanation:

Given the slope-intercept form:
`y=(1)/(3)x-2`

Slope-intercept form:
`y=mx+b`

We substitute our x-values (-9, -3, 0, 6, and 9) for x in
`y=(1)/(3)x-2` to find the y-values.

For -9:

`y=(1)/(3)x-2 < ==substitute\ -9\ for\ x\\\\y=(1)/(3)(-9)-2\\\\y=(-9)/(3)-2 < ==divide\ (don't\ forget\ the\ signs)\\\\y=-3-2 < ==add\ or\ subtract\\\\y=-5 < =value\ of\ y\\\\(-9,-5)`

For -3:

`y=(1)/(3)x-2 < ==substitute\ -3\ for\ x\\\\y=(1)/(3)(-3)-2\\\\y=(-3)/(3)-2 < ==divide\ (don't\ forget\ the\ signs)\\\\y=-1-2 < ==add\ or\ subtract\\\\y=-3 < =value\ of\ y\\\\(-3,-3)`

For 0:

`y=(1)/(3)x-2 < ==substitute\ 0\ for\ x\\\\y=(1)/(3)(0)-2 < ==any\ number\ multiplied\ by\ 0\ equals\ zero\\\\y=(0)/(3)-2 < ==divide\ (don't\ forget\ the\ signs)-zero\ divided\ by\ any\ \#\ equals\ 0\\\\y=0-2 < ==add\ or\ subtract\\\\y=-2 < =value\ of\ y\\\\(0,-2)`

For 6:

`y=(1)/(3)x-2 < ==substitute\ 6\ for\ x\\\\y=(1)/(3)(6)-2\\\\y=(6)/(3)-2 < ==divide\ (don't\ forget\ the\ signs)\\\\y=2-2 < ==add\ or\ subtract\\\\y=0 < =value\ of\ y\\\\(6,0)`

For 9:

`y=(1)/(3)x-2 < ==substitute\ 9\ for\ x\\\\y=(1)/(3)(9)-2\\\\y=(9)/(3)-2 < ==divide\ (don't\ forget\ the\ signs)\\\\y=3-2 < ==add\ or\ subtract\\\\y=1 < =value\ of\ y\\\\(9,1)`

*View the attached graph to verify these answers*

Hope this helps!