Ellipse
Medium
Maximum Area Triangle Ellipse
Let C be the circle of minimum area enclosing the ellipse E : 
= 1 with eccentricity 
and foci(±2, 0). Let PQR be a variable triangle, whose vertex P is on the circle C and the side QR of length 29 is parallel to the major axis of E and contains the point of intersection of E with the negative y-axis. Then the maximum area of the triangle PQR is :
= 1 with eccentricity and foci(±2, 0). Let PQR be a variable triangle, whose vertex P is on the circle C and the side QR of length 29 is parallel to the major axis of E and contains the point of intersection of E with the negative y-axis. Then the maximum area of the triangle PQR is :SELECT ONE OPTION