2)The circumference or perimeter of a circle with radius [tex] r [/tex] is
[tex] P=2\pi r [/tex]. Given [tex] P=28\pi [/tex]. Therefore,
[tex] 2\pi r =28\pi \\
r=14\\
d=2r=28\\
A=\pi r^2 \\
A=\pi (14)^2\\
A=[tex] 196\pi [/tex]
Thus the radius is [tex] 14\;ft [/tex], diameter [tex] 28\;ft [/tex] and area [tex] 196\pi \;ft^2[/tex]