## Trigonometry (11th Edition) Clone

$y = (t+4)^2+2$ $x=t$ where $-\infty \lt t \lt \infty$ $y = t^2+2$ $x = t-4$ where $-\infty \lt t \lt \infty$
$y = (x+4)^2+2$ We can make one parametric representation as follows: $y = (t+4)^2+2$ $x=t$ where $-\infty \lt t \lt \infty$ We can make another parametric representation as follows: $y = t^2+2$ $t=x+4$ $x = t-4$ where $-\infty \lt t \lt \infty$