EXERCISE 5.2
Chapter 5: Chapter 5 · MATHEMATICS-VOLUME 1 · EN medium
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. Find the equation of the parabola in each of the cases given below: (i) focus ( , ) and directrix x = − . (ii) passes through ( , and symmetric about y -axis. (iii) vertex( , and focus( , (iv) end points of latus rectum( , and( , ) . . Find the equation of the ellipse in each of the cases given below: (i) foci ± , e (ii) foci , ± ) and end points of major axis are , ± ) . (iii) length of latus rectum , eccentricity = , centre ( , ) and major axis on x -axis. (iv) length of latus rectum , distance between foci , centre ( , ) and major axis as y - axis. . Find the equation of the hyperbola in each of the cases given below: (i) foci ± , eccentricity = .
📖 Class 12 Mathematics English Volume 1 2025 Edition www.tntextbooks.in · Page 204
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. Find the equation of the parabola in each of the cases given below: (i) focus ( , ) and directrix x = − . (ii) passes through ( , and symmetric about y -axis. (iii) vertex( , and focus( , (iv) end points of latus rectum( , and( , ) .
. Find the equation of the ellipse in each of the cases given below: (i) foci ± , e (ii) foci , ± ) and end points of major axis are , ± ) . (iii) length of latus rectum , eccentricity = , centre ( , ) and major axis on x -axis. (iv) length of latus rectum , distance between foci , centre ( , ) and major axis as y - axis.
. Find the equation of the hyperbola in each of the cases given below: (i) foci ± , eccentricity = . (ii) Centre ( , ) , one of the foci ( , ) and corresponding directrix x = . (iii) passing through , − ) and the transverse axis is along the x axis and of length units.
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