Of any two chords of a circle show that the one which is nearer to centre is larger.

Of any two chords of a circle show that the one which is nearer to the centre is larger.

Prove that , Of any two chords of a circle, show that the one which is nearer to the centre is larger.

Of any two chords of a circle show that one which is larger is nearer to the centre.

Any two chord of circle show that the one which is larger is nearer to the centre.

Of any two chords of a circle show that one which is larger is nearer to the centre.

Of any two chords of a circle, show that the one which is greater is nearer to the centre.

Of any two chords of a circle, show that the one which is greater is nearer to the centre.

If AB and CD are two chords of a circle and AB gt CD , then the chord which is nearer to the center is……………………

Theorem :-4(i) Equal chords of a circle (or of congruent circle) are equidistant from the centre (ii) Of any two chords of a circle larger chord will be nearer to the centre.

Prove that between two chords of a circle, the chord which is at a greater distance form the centre is lesser in length than the chord which is at a closer distance form the centre.