Since Circumference is \(C=2 \pi r\)
So to get Area, you have to get the radius first:
\(C=(2)3.14r\), which is \(94.2=6.28r\)
Next we divide both sides by \(6.28\) to get:
\(Radius=15in.\)
Now we have to get the area which is \(A= \pi r^2\)
Plug in 15 for r, you should get \(A=[(3.14)(15)]^2\)
Final Answer: \(A=706.86in.\)
