yes ,proved
let the circle equation be f(x,y)=0
the equation
f(x,-q)=0 should have real roots ??
2 distinct chords drawn from the point (p,q) on the circle x^2 + y^2 = px + qy. pq≠0. are isected by the x axis then P.T. p^2 > 8Q^2
yes ,proved
let the circle equation be f(x,y)=0
the equation
f(x,-q)=0 should have real roots ??