A circular road runs around the circular ground if the difference between the cicumferences of the outer circle and inner circle is 66 meters find the width of the road
Answers
Answered by
104
difference of circumference=66m
2pi(R-r) =66m
(R-r)=66/2pi
=66/(2 x 22/7)=21/2m
here (R-r) is width of road=10.5m
2pi(R-r) =66m
(R-r)=66/2pi
=66/(2 x 22/7)=21/2m
here (R-r) is width of road=10.5m
abhi178:
I hope this is helpful
Answered by
66
Let the Radius of outer circle be R
and Radius of inner circle be R
2πR-2πr = 66
π(R-r) = 33
22/7 (R-r) =33
R-r = 10.5
Hence the width of the road
= Difference between radii of the circles
= R-r
= 10.5 m
and Radius of inner circle be R
2πR-2πr = 66
π(R-r) = 33
22/7 (R-r) =33
R-r = 10.5
Hence the width of the road
= Difference between radii of the circles
= R-r
= 10.5 m
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