Question
Chords of the ellipse are drawn through the positive end of the minor axis. Then prove that their midpoints lie on the ellipse.



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Let E1 and E2, be two ellipses whose centers are at the origin.The major axes of E1 and E2, lie along the x-axis and the y-axis, respectively. Let S be the circle . The straight line x+ y =3 touches the curves S, E1 and E2 at P,Q and R, respectively. Suppose that .If e1 and e2 are the eccentricities of E1 and E2, respectively, then the correct expression(s) is(are): 

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Question Text | Chords of the ellipse are drawn through the positive end of the minor axis. Then prove that their midpoints lie on the ellipse. |