Equal Chords and their distance from center

Relation between the length of chords and their distance from centre of circle.

OMR|Theorem|Perpendicular From The Centre To A Chord|Circle Through Three Points|Equal Chords And Their Distances From The Centre|Questions

Theorem|Questions|Perpendicular From The Centre To A Chord|Circle Through Three Points|Questions|Equal Chord And Their Distances From The Centre|OMR

OMR|Theorem|Perpendicular From The Centre To A Cord|Circle Through Three Points|Equal Chords And Their Distances From The Centre|Theorem|Questions

Find moment of inertia of a uniform ring (mass m, radius r) about chord AA' at distance R/2 from center.

Find the length of the chord which is at 12cm distance from center and radius of circle is 13cm.

A chord of length 14cm is at a distance of 6 cm from the center of the circle. The length of another chord at a distance of 2cm from the center of the circle is (a) 12cm (b)14cm (c)16cm (d)18cm

Chord AB is 6 inches from the center of the circle and is 10 inches long.Draw another chord CD that is equidistant from the center of the circle.How long is chord CD?

In a circle 10 cm long chord is at a distance of 12 cm form the centre. Find the length of a chord at a distance of 5cm from the centre.