Question

Question #21819

Answer 1

graph{y2=6x [-4.933, 4.934, -2.463, 2.468]}

Explanation:

First, solve for `"y"`

`y2=6x`

`(ycancel2)/cancel2=(6x)/2`

`y=(6x)/2`

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Now give `"x"` any value you want to find the corresponding value for `"y"`
I like to use -2, -1, 0, 1, and 2.

I'll do -2

`y=(6x)/2`

`y=(6(-2))/2`

`y=-12/2`

`y=-6`

So, when we let `x=-2` we get that `y=-6`
That means that one of the points on our graph is `(-2,-6)`

Keep giving `"x"` values until you have enough for your graph.
Stick to low numbers like -2, -1, 0, 1, and 2; unless your teacher says otherwise.