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I do believe we would input the points according to the question. \(\Large\bf{(h,v) \rightarrow (2,-2)}\) \(\huge\bf{y=a(x-2)^{2}+(-2)}\) Then we input the points it needs to go through so the format of a point is \(\large{(x,y)}\)so we input the point given. \(\huge\bf{\color{red}{-1}=a({\color{red}{3}-2)^{2}+(-2)}}\) Simplify :)
So `(3-2)` equals `1` in which we would square it which would still equal 1. \(\huge\bf{-1=a(1)+(-2)}\) Simplify. \(\huge\bf{-1=a-2}\) In which we would add 2 to each side to isolate `a`. \(\huge\bf{a = 1}\)
and then part 2?
I do believe it is written as. \(\huge\bf{y=1(x-2)^{2}+(-2)}\)
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