The distance between two parallel chords each of length `10 units` is `24units`. Then the radius of the circle

What is the distance between two parallel chords each having length 8 cm of a circle of diameter 10 cm?

(2, 6) is the centre of a circle and one of its chords of length of length 24 units is bisected at (-1, 2). Find the radius of the circle.

The two parallel chords AB and CD with length of 10 cm and 24 cm in a circle situated on the opposite side of the centre. If the distance between two chards AB and CD is 17 cm , the calculate the length of the radiuys of the circle

ln a circle of radius 13 centimetres two parallel chords of lengths 10 cm and 24 are drawn on the same side of the diameter, what would be the distance between them?

Two parallel chords PQ and ST of length 10cm. And 24cm. Respectively are drawn on the opposite sides of the centre O of the circle. If the distance betwwen the chords PQ and ST is 17cm, then the radius of the circle is

The length of each of two parallel chords AB and CD is 16 cm. If the radius of the circle be 10 cm, the distance between the two chords is .

The length of each of two parallel chords AB and CD is 10 cm. If the radius of the circle be 13 cm the , find the distance the two chords.