The circumference of two circles are in ratio 2 is to 3 .Find the ratio of their areas
Answers
Answered by
7
(r1/r2)= 2/3
(r1/r2)^2 = 4/9
(pi*r1^2/pi*r2^2) = (4/9)
A=pi*r^2
(A1/A2)=(4/9)
(r1/r2)^2 = 4/9
(pi*r1^2/pi*r2^2) = (4/9)
A=pi*r^2
(A1/A2)=(4/9)
Answered by
10
ratio of circumference=2:3
ratio of radius=circumference/circumference=2πr/2πr
2/3=2πr/2πr
r/r=2/3=2:3
ratio of area=πr square/πr square
=4/9
=4:9
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