if the circumference and the area of a circle are numerically equal then find the radius of the circle
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Area of circle = circumference of circle
=> πr² = 2πr
=> Dividing by πr on both the sides
=> r = 2
=> So the radius of the circle is 2 units .
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Given 2πr=πr²
cancelling π from each side.gives,
2r=r².
r²-2r=0.
r(r-2)=0
Transferring r to other side=0/r=0.
r-2=0.
r=2.
Radius of circle is 2u
cancelling π from each side.gives,
2r=r².
r²-2r=0.
r(r-2)=0
Transferring r to other side=0/r=0.
r-2=0.
r=2.
Radius of circle is 2u
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