How do you write the parametric equations of the line $x - 3 y = 6$ $x-3y=6$ ?

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Answer 1 · 2016-10-28T14:50:32

$y = t$ $y=t$ and $x = 3 t + 6$ $x=3t+6$

We have the equation $x - 3 y = 6$ $x-3y=6$ or $3 y = x - 6$ $3y=x-6$

So parametric form of equation is

$y = t$ $y=t$

and $x = 3 t + 6$ $x=3t+6$

How do you write the parametric equations of the line x-3y=6x−3y=6x-3y=6?