If the tangent drawn at {\A}(2,1) to the curve {\x}=1+\frac{1}{ {\y}^2} meets the curve again at {\B}, then

Correct Answer is : the angle between the tangents drawn at A and B is neither 0 nor π2

the tangent drawn at {\B} coincides with the tangent drawn at {\A}

the angle between the tangents drawn at A and B is neither 0 nor \frac{\pi}{2}

the tangent drawn at {\A} and the tangent drawn at {\B} are perpendicular to each other

the tangent drawn at A is parallels to the tangent drawn at B

AP EAPCET 16th May 2023 Shift 1 Solved Paper

Section: Mathematics

Question : 66 of 160

Marks: +1, -0

If the tangent drawn at A(2,1) to the curve x=1+‌

meets the curve again at B, then

the tangent drawn at B coincides with the tangent drawn at A
the angle between the tangents drawn at A and B is neither 0 nor ‌
π
2
the tangent drawn at A and the tangent drawn at B are perpendicular to each other
the tangent drawn at A is parallels to the tangent drawn at B

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