The radii of two circles are in the ratio 2:3. What is the ratio of their circumferences?
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Answered by
6
hey let the ratio of radius be x
so one be ____,2x and another ______3x
circumference circle of radius 2x=2π2x____1
and again ""'"''"''''''''''''''''''''''''''''::'''':3x=2π.3x___2
hence the ratio of circumference of circle
divisde 1 and 2
then it become 2ः3
hope it will be help you .
so one be ____,2x and another ______3x
circumference circle of radius 2x=2π2x____1
and again ""'"''"''''''''''''''''''''''''''''::'''':3x=2π.3x___2
hence the ratio of circumference of circle
divisde 1 and 2
then it become 2ः3
hope it will be help you .
Answered by
7
Formula for circumference = 2πr
Ratio of circumference = 2πr₁ / 2πr₂ = 2π2/2π3 = 2:3
Ratio of circumference = 2πr₁ / 2πr₂ = 2π2/2π3 = 2:3
riddhi14:
The answer is right but your process couldn't be understood by me
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