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Let E1 and E2 be two ellipses whose centers are at origin. The major axes of E1 and E2 lie along the x−axis and y−axis, respectively. Let S be the circle x2+(y−1)2=2. The straight line x+y=3 touches the curves S,E1 and E2 at P,Q and R, respectively. Suppose that PQ=PR=2√23. If e1 and e2 are the eccentricities of E1 and E2, respectively then the correct expression(s) is (are)

[@madhavakundavarapu3486]

Nice explanation sir ,but radius is √2 and it is not used in the solution. Thank you sir

[@JEEMATHSADDA]

Haa yes , radius is √2. Thank you

[@ChandraSekhar-ug4sj]

Super sir

[@sudhakarraju664]

Solution is nice

[@vanisirisha3978]

Superb explanation sir 🎉🎉

[@Bharath-gp9wg]

Nice explanation sir👌

[@24_rithish_9d8]

Super sir ✌️👌

[@sushmithapremkumar7213]

Parametric form of points concept was used very well sir. Great solution.👍

[@JEEMATHSADDA]

Thank you ma 😊