find the length of a chord which is at a distance of 8 cm from the center of a Circle of radius 17 cm
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Draw a perpendicular on the given chord from the centre of the circle
we know it divides the chord in to equal parts .. now ,
Join the centre of circle and end point of the chord
you will get right angled triangle ... if you not get it .. then again read plz
let the distance be x
using Pythagorean theorem
8²=8.5²+x²
64=72.25+x²
x²=72.25 + 64
x=136.25
. is the answer ..
we know it divides the chord in to equal parts .. now ,
Join the centre of circle and end point of the chord
you will get right angled triangle ... if you not get it .. then again read plz
let the distance be x
using Pythagorean theorem
8²=8.5²+x²
64=72.25+x²
x²=72.25 + 64
x=136.25
. is the answer ..
bhumikabisht:
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i hope this give u answer
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