the ratio of the diameters of two circles is 3:4.find the ratio of their circumferences
Answers
Answered by
51
I hope this will help you..
Let the diameters be 3x and 4x
Circumference of 1circle =2πr = 2π × 3x
Circumference of 2circle=2π4x=2π × 4x
Ratio =(2π × 3x)/(2π × 4x)
Ratio = 3 : 4
therefore the ratio of their circumferences is 3 : 4.
Let the diameters be 3x and 4x
Circumference of 1circle =2πr = 2π × 3x
Circumference of 2circle=2π4x=2π × 4x
Ratio =(2π × 3x)/(2π × 4x)
Ratio = 3 : 4
therefore the ratio of their circumferences is 3 : 4.
Answered by
4
Step-by-step explanation:
The ratio of diameter is 3:4
We can take 3:4 has 3x and 4x
we can divide 3x with 4x
then cancel X from 3&4 then
it is 3/4 so the circumference
is 3:4
I hope you can understand
this problem iam from school
Shantinikethan high school
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