How do I solve this section where I have to find the cartesian equation by eliminating t?

Consider the curve with parametric equation a (t) = 3t + 2, 2+2 + 3t +2 ,te. The equation of the: . tangent to the curve at the point a (1) is y = (7*x/3)-14/3 . normal to the curve at the point a (1) is y = -3*X/7 +64/7 By eliminating the parameter t , we find that the Cartesian equation of the curve is: Incorrect y Your Answer: No answer The curve (in black), tangent (in blue) and normal (in red) are displayed below