Question
Tangents are drawn to the ellipse at two points whose eccentric angles are and The coordinates of their point of intersection are
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Practice questions from similar books
Question 1
Let P and Q be distinct points on the parabola such that a circle with PQ as diameter passes through the vertex O of the parabola. If P lies in the first quadrant and the area of the triangle is , then which of the following is (are) the coordinates of Question 2
If a chord, which is not a tangent of the parabola has the equation and midpoint then which of the following is(are) possible values (s) of Question 4
Column 1,2 and 3 contains conics, equations of tangents to the conics and points of contact, respectively.Column I, Column 2, Column 3I, , (i), , (P), II, , (ii), , (Q), III, , (iii), , (R), IV, , (iv), , (S), If a tangent to a suitable conic (Column 1) is found to be and its point of contact is (8,16), then which of the followingoptions is the only CORRECT combination?(III) (ii) (Q) (b) (II) (iv) (R)(I) (ii) (Q) (d) (III) (i) (P)Question Text | Tangents are drawn to the ellipse at two points whose eccentric angles are and The coordinates of their point of intersection are |