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If , are four distinct points circle, then show that
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Practice questions from similar books
Question 1
Two variable chords AB and BC of a circle are such that . M and N are the midpoints of AB and BC, respectively, such that the line joining MN intersects the circles at P and Q, where P is closer to AB and O is the center of the circle. The locus of the points of intersection of tangents at A and C is
Question 2
Let chord of a circle be that chord of the circle which subtends an angle at the center. If is a chord of , then is equal to
Question Text | If , are four distinct points circle, then show that |