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Passage and , for and of the ellipse . Suppose a par vertex at the origin and focus at inte ellipse at point in the first quadrant in the fourth quadrant. orthocentre of is (b) (c) (d) e tangents to the ellipse at and meet normal to the parabola at meets the -ar the ratio of area of to area drilateral is (b) . (c) (d) 2
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Question Text | Passage
and , for and of the ellipse . Suppose a par vertex at the origin and focus at inte ellipse at point in the first quadrant in the fourth quadrant.
orthocentre of is
(b)
(c)
(d)
e tangents to the ellipse at and meet normal to the parabola at meets the -ar the ratio of area of to area drilateral is
(b) .
(c)
(d) 2 |
Updated On | May 21, 2023 |
Topic | Optics |
Subject | Physics |
Class | Class 12 |
Answer Type | Video solution: 1 |
Upvotes | 52 |
Avg. Video Duration | 1 min |