The radius of two circles are in the ratio of 3:1 what will be ratio between their areas
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Heya, here is your Answer :-
let radius of First circle be 3x and second circle be x.
Then,
Area of First circle = πr^2 = π*9x^2 square units
Area of Second circle = πr^2 = π*x^2 square units
Required Ratio = π*9x^2 : π*x^2 = 9 : 1
So,
Required Ratio = 9 : 1
If you got some help from it then please mark it as Brainliest...
✌✌✌
...
let radius of First circle be 3x and second circle be x.
Then,
Area of First circle = πr^2 = π*9x^2 square units
Area of Second circle = πr^2 = π*x^2 square units
Required Ratio = π*9x^2 : π*x^2 = 9 : 1
So,
Required Ratio = 9 : 1
If you got some help from it then please mark it as Brainliest...
✌✌✌
...
Answered by
0
Answer:
Thank you be happy always
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