Curve=arc of a circle with a radius of 1260ft. The central angle that intercepts the curve measures pi/6 radians. To the nearest foot, length of the curve?

Question

Using arc length formula (s=r*Θ), it is to my understanding the problem would become [s=1260*(π/6)] with 1260 as the radius and (π/6) as the central angle/theta. Simplified out this should come to s=210π.

I've drawn this out as a diagram but I just don't quite understand how to finish the problem beyond the point I have described.

Answer 1

The rest is just calculating -- presumably on a calculator.  Multiply 210 times π (most calculators have a specific button for π, or you can use 3.14159) and round to the nearest integer, and you get 660 feet.