Question

Consider the parabola ya
Axand the normal on which at three distinct points P. Q and R are concurrent at the point A(5, 1)
Column-
Column-
Column-1
P)
If the orthocenter of the APQ Ris (h
k)
then (h, k) is the center of the circle x² + y24x-5 = 0 = = 14
a) *
if the circumcenter of the APQ Ris (
hm) then (h, k) lies on x + 4y2 = 0
ii) nko
R) If the centroid of the APQ Ris (h, k)
then (h, k) is the vertex of the parabola
64y2 + 16y-64x+81 = 0
ii) = -10
If the nine point center of the APQ Ris
S)
I then (h, k) lies on x-2y-3 = 0
iv) 2hk = 1
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