Answer:
let AB be the chord of the circle with centre O and radius 13cm such that AB=10 cm
from O,draw the OL parallel to AB.join A
since,the perpendicular form of a centre of circle to chord bisects the chord
therefore,AB=LB=½AB=5cm
now in right angle triangle, OLA we have
OA²=OL²+AL²
13²=OL²+5²
13²-5²=OL²
OL²=144cm
OL= 12cm
Hence the distance of the chord from the centre is 12cm
Hope it will help you....
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Answers & Comments
Answer:
let AB be the chord of the circle with centre O and radius 13cm such that AB=10 cm
from O,draw the OL parallel to AB.join A
since,the perpendicular form of a centre of circle to chord bisects the chord
therefore,AB=LB=½AB=5cm
now in right angle triangle, OLA we have
OA²=OL²+AL²
13²=OL²+5²
13²-5²=OL²
OL²=144cm
OL= 12cm
Hence the distance of the chord from the centre is 12cm
Hope it will help you....