JEE-ADVANCED SERIES Mathematics
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2 previous year questions.
Volume: 2 Ques
Yield: Medium
High-Yield Trend
1
2022 1
2003 Chapter Questions 2 MCQs
01
PYQ 2003
medium
mathematics ID: jee-adva
The area of the quadrilateral formed by the tangents at
the end points of latusrectum to the ellipse is , is
1
27/4 sq units
2
9 sq units
3
27/2 sq uni
4
27 sq units
02
PYQ 2022
easy
mathematics ID: jee-adva
Consider the ellipse
.
Let , be a point. A straight line drawn through H parallel to y-axis crosses the ellipse and its auxiliary circle at points E and F respectively, in the first quadrant. The tangents to the ellipse at the point E intersects the positive x-axis at a point G. Suppose the straight line joining F and the origin makes an angle with the positive x-axis.
.
Let , be a point. A straight line drawn through H parallel to y-axis crosses the ellipse and its auxiliary circle at points E and F respectively, in the first quadrant. The tangents to the ellipse at the point E intersects the positive x-axis at a point G. Suppose the straight line joining F and the origin makes an angle with the positive x-axis.
List-I | List-II | ||
|---|---|---|---|
| (I) | If , then the area of the triangle FGH is | P | |
| (II) | If , then the area of the triangle FGH is | Q | 1 |
| (III) | If , then the area of the triangle FGH is | R | |
| (IV) | If , then the area of the triangle FGH is | S | |
| T | |||
1
(I) → (R); (II) → (S); (III) → (Q); (IV) → (P)
2
(I) → (R); (II) → (T); (III) → (S); (IV) → (P)
3
(I) → (Q); (II) → (T); (III) → (S); (IV) → (P)
4
(I) → (Q); (II) → (S); (III) → (Q); (IV) → (P)
