The circumference of two circles are in the ratio 3:4.what is the ratio of their areas
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Answered by
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c1:c2=3:4
c1/c2 = 3/4
2πr/2πR=3/4
r/R=3/4
A1/A2=πr²/πR²
=r²/R²
=(3/4)²
=9/16
A1:A2=9:16
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Answered by
0
Answer:
c1:c2=3:4
c1/c2 = 3/4
2πr/2πR=3/4
r/R=3/4
A1/A2=πr²/πR²
=r²/R²
=(3/4)²
=9/16
A1:A2=9:16
Step-by-step explanation:
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