CONIC : 1) FIND THE ECCENTRICITY OF THE = 4 3) FIND THE LENGTH OF THE POLAR CURVE : r="lose, os 2) IDENTIFY THE CONIC SECTION GIVEN BY AS AN ELLIPSE, =J 3+2SINO HYPERBOLA OR PARABOLA. 4) FIND THE AREA ENCLOSED BY THE POLAR CURVE : T-SIN (20) oses2TF. 5) ELIMINATE THE PARAMETER TO FIND A CARTESIAN EQUATION FOR THE CURVE: x = 3 cose, y = 2 SIND y= 2 SINE, 0 0 2 6) FIND A CARTESIAN EQUATION FOR POLAR CURVE: SEC = | THE 7) FIND dy () = + 8) FIND dx dx2 x(+) = SINt y (t) = cost 4(+) = 1/2 + 1