A straight line passing through a point on a circle is

Two circles intersect each other at the points P and Q. A straight line passing through P intersects one circle at A the other circle at .A straight line passing through Q intersect the first circle at C and the second circle at D. Prove that AC||BD .

|z-3i|=2|z-3| represents a straight line passing through (0+3) and (1+0) a straight line passing through origin a circle with centre (4, -1) and radius sqrt(8) none of these

Prove that if any straight line passing through the centre of a circle bisects any chord, which is not a diameter, then the straight line will be perpendicular on that chord.

In two circles , one circle passes through the centre O of the other circle and they intersect each other at the points A and B . A straight line passing through A intersect the circle passing through O at the point P and the circle with centre at O at the point R . BY joining P , B and R , B prove that PR= PB.

PAIR OF STRAIGHT LINES 11. the equation of one of the line represented ty the eq ial fa) px + qy 0 (b) px-w=0 12. The pair of straight lines passing through th point 1. 2) The pair of straight lines passing through ths point 1. 2)

The distance from the centre of the circle x^(2)+y^(2)=2x to the straight line passing through the points of intersection of the two circles x^(2)+y^(2)+5x-8y+1=0,x^(2)+y^(2)-3x+7y-25=0 is

A straight line which passes through two points on a circle is

The differential equation of all straight lines passing through the point (1,-1) is

The differential equation of all straight lines passing through the point (1,-1) is

The equation of the straight line passing through the point (3,2) and perpendicular to the line y=x is