if n=1,2,3 α,β are the centroid circumcenter and orthocenter of a triangle whose sides are on y^2 = x^3 ........
prove that
α1/β1 + α2/β2 + α3/β3 = 0!!!!!!!!
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2 Answers
9i understand its an equilateral triangle
as the centroid circumcenter and orthocenter are same
i suppose its a printing mistake in Q
we can solve it if y2= x2 is eq
i dont understand how sides of tria can be on the curve uve mentioned
1Let me correct it
if n=1,2,3 α,β are the centroid circumcenter and orthocenter of a scalene triangle having its vertices on y^2 = x^3 ........
then find α1/β1 + α2/β2 + α3/β3 = ??
(Its from FIITJEE AITS) )
