Question

If radius of circle is
5 & lenghth of Chord is
6cm. what is distance
of centre of circle to
chord?​

Answer 1

Answer:

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Answer 2

Answer:

4 cm

Step-by-step explanation:

AC=3 cm, and OA=5 cm

AC=3 cm, and OA=5 cmAOC is a right angled triangle and OC is the distance between the chord and the center.

AC=3 cm, and OA=5 cmAOC is a right angled triangle and OC is the distance between the chord and the center.OA 2=AC2 +OC2

AC=3 cm, and OA=5 cmAOC is a right angled triangle and OC is the distance between the chord and the center.OA 2=AC2 +OC2OC=square root of OA 2−AC2

AC=3 cm, and OA=5 cmAOC is a right angled triangle and OC is the distance between the chord and the center.OA 2=AC2 +OC2OC=square root of OA 2−AC2OC=Square root of 5^2 −3^2

AC=3 cm, and OA=5 cmAOC is a right angled triangle and OC is the distance between the chord and the center.OA 2=AC2 +OC2OC=square root of OA 2−AC2OC=Square root of 5^2 −3^2 OC=4cm

Hope it helps