Answer
a) So the graph is shown in picture and the artows indicate direction that $t$ is increasing
b) as we found previously $y=t+6=\dfrac {x}{2}+6$
Work Step by Step
$x=2t\Rightarrow t=\dfrac {x}{2}$
$y=t+6=\dfrac {x}{2}+6$ so the graph will be linear and when $x=0$ $y=6$ and when $y=0$ then $x=-12$
a) So the graph is shown in picture and the artows indicate direction that $t$ is increasing
b) as we found previously $y=t+6=\dfrac {x}{2}+6$