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help pleaseeee
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looks like \(4p(x-2)=(y+2)^2\)
what is the original equation?
\[4p(x-h)=(y-k)^2\] if it opens to the right
center is \((h,k)\)
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you still have to find \(4p\)
how do you do that
replace \(x\) by \(3\) and \(y\) by \(-1\) and see what it has to be
\[4p(x-2)=(y+2)^2\] \[4p(3-2)=(-1+2)^2\]
this give \(4p=1\) conveniently enough
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so final answer is \[x-2=(y-2)^2\]
oooo ok thanks for explaining
oooh i made a typo!!
where is it
\[\huge x-2=(y+2)^2\]
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i put \(y-2\) by mistake on one line , it is \(y+2\)
its ok thank you:)
yw
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