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Eliminate the parameter. x = t - 3, y = t^2 + 5
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@raffle_snaffle ??
I don't understand what you are asking but I am sure there is someone else who knows better than me
same^
Solve for \(t\)
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It's clear that \(x\) has a one to one relationship with \(t\) and \(y\) doesn't, so you want to find \(t=g(x)\).
x=3 and y= -sqrt5? @wio
Then you find out:\[ y= [g(x)]^2+5 \]
\(t=x+3\) \(y=(x+3)^2+5=x^2+6x+14\)
@watchmath @wio Thanks guys, I think I get where you got that from!(:
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