It becomes twice as large
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The area increase by four times.
The area quadruples.
If the circumference of a circle is 6.28 then its area is about 3.138 square units
Denote the original area by A, denote the new area by A', denote the original circumference by C, and denote the new circumference by C'. C=2*pi*r so C'=2C=2*pi*(2r). So doubling the circumference corresponds to doubling the radius. A=pi*r2. A'/A=pi*(2r)2/[pi*r2]=4. So doubling the radius quadruples the area.
The area of circle with a circumference of 20 is: 31.83 units squared.