{P}(\theta_{1}) and {Q}(\theta_{2}) are two points on the ellipse {x^{2}}/{a^{2}}+ {y^{2}}/{b^{2}}=1 with eccentricity e. If {PSQ} is a focal chord and \tan (\frac{\theta_{1}}{2}) \tan (\frac{\theta_{2}}{2})=-(2 \sqrt{2}+3), then e and {S} are

Correct Answer is : 1√2,(−a√2,0)

\frac{1}\sqrt{3},(\frac{a}\sqrt{3}, 0)

\frac{1}\sqrt{3},(\frac{-a}\sqrt{3}, 0)

\frac{1}\sqrt{2},(\frac{a}\sqrt{2}, 0)

\frac{1}\sqrt{2},(\frac{-a}\sqrt{2}, 0)

TS EAMCET 18-July-2022 Shift 2 Solved Paper

Section: Mathematics

Question : 59 of 160

Marks: +1, -0

P(θ1) and Q(θ2) are two points on the ellipse ‌

+‌

=1 with eccentricity e. If PSQ is a focal chord and tan(‌

θ1

)‌tan(‌

θ2

)=−(2√2+3), then e and S are

Go to Question:

Prev Question

Next Question