1.

\fConsider the parametric curve: x = 14sin0, y = 14cos0, 0 = The curve is traced (enter clockwise or counterclockwise )Consider the parametric curve: x = 2cos0, y = 5 sine, SASS The curve is (part of ) an ellipse and the cartesian equation has the form = 1 62 with a and b The initial point has coordinates: x = y The terminal point has coordinates: x The curve is traced (enter clockwise or counterclockwise )Eliminate the parameter to find the cartesian equation of the curve: x = 2sec0, y = 2 tan0, The equation of the curve is:Consider the parametric curve: x =5 + 6cost, y =6 +6sint, 1/2