26. If PN is the perpendicular from a point P on a rectangular hyperbola to its asymptotes , the locus of the mid point of PN is

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Q. If

P N

is the perpendicular from a point

P

on a rectangular hyperbola to its asymptotes, the locus of the mid-point of

P N

PM and PN are the perpendiculars from any point P on the rectangular hyperbola $x y = c^{2}$ to the asymptotes.

If the locus of the mid point of MN is a conic, then its eccentricity is

PM and PN are the perpendiculars from any point P on the rectangular hyperbola xy = 8 to the asymptotes. If the locus of the mid point of MN is a conic, then the least distance of (1, 1) to director circle of the conic is

P M

and

P N

are the perpendiculars from any point

P

on the rectangular hyperbola

x y = 8

to the asymptotes. If the locus of the mid point of MN is a conic, then the least distance of

(1, 1)

to director circle of the conic is

P M

and

P N

are the perpendiculars from any point

P

on the rectangular hyperbola

x y = 8

to the asymptotes. If the locus of the mid point of MN is a conic, then the least distance of

(1, 1)

to director circle of the conic is

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