Given a = 2, b = -2 and k = 3, what is the equation of the graph if the parent function is y= /-x?
Technically, it's \[y=\sqrt{x}\]
@bohotness , @misty1212
do you know how to do tha/T
Sort of, I need help with things like this.
okay
Yes.
Exactly what do a, b, and k stand for?
Is it some sort of transformations?
a, b and k stand for, respectively, 2, -2 and 3.
I know, but what do they represent?
let me guess, a is x-shift and b is y-shift, and k is vertical scale? As in \(k\sqrt{-(x-a)}+b\)?
Variables for the equation.
That might be it, actually.
Ok, then just plug in value and you will have your equation, I guess
I made assumption, so I could be wrong.
So I put the numbers into the places where the variables themselves are and that's my answer?
I think so. your question doesn't give enough information for us
Well, that is the entirety of the question.
3\[3\sqrt{-x(-2)} + (-2)\]
So it's basically that?
\(3\sqrt{(-x-2)}-2\) but this is only if general function is \(k\sqrt{(-x-a)}+b\)
It depend on where a, b, and k is in general equation. I think you should be given that in maybe previous questions or something?
I think it follows the general equation.
well, whether it is, just plug in and simplify if needed, and you are good.
couldn't be much help, sorry
It's alright. thank you.
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