What is the orientation of the plane curve? x=t^2=4t y=t-2 -down to the left and then down to the right -up to the left and then up to the right -down from the left and up from the left at the same time -up to the right and down to the right at the same time

-up to the right and down to the right at the same time


Explanation:

1) The curve is given by its parametric equations: 

x = t² - 4t
y = t - 2

2) You can solve that curve by eliminating the parameter t and so draw the curve.

Nevertheless, it is not necessary as the graph is also given.

3) The graph shows that the curve goes up to the right and also down to the right. This is, as x grows from x = - 4 the curve has to branches one goes up and the other goes down, so the answer is -up to the right and down to the right at the same time

500 dollars and its probably more than that