Calculate the length of a chord which is at a distance of 12 cm from the centre of a circle of radius 13 cm.
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The answer is 10 CM
kaisa
By the method of hypotenuse square
let length of chord is x
(13)2=(12)2+(x)2
169-144=(x) 2
25=(x)2
(5)2=(x)2
x=5
And the hole length of chord is 5+5 =10cm
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Answer:
Here OA = 13cm ( Radius of the circle )
OS = 12cm ( distance from the chord )
And AS = 1/2 of AB
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