What is the radius of the circle whose circumference and area are numerically equal?
Answers
Answered by
21
let
the radius of the circle = r units
area of the circle = circumference
pi*r^2 = 2*pi*r
r^2/r =(2*pi)/pi
r=2
therefore
radius=r=2 units
the radius of the circle = r units
area of the circle = circumference
pi*r^2 = 2*pi*r
r^2/r =(2*pi)/pi
r=2
therefore
radius=r=2 units
Answered by
3
Answer:
area = circumference
πr^2 = 2πr
r^2 = 2r
r =2
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