Question

a regular octagon is inscribed in a circle with center at 0. Given that the area of the circle is 16pi, find the perimeter of the octagon.

Answer 1

@Hero please help me

Answer 2

If the area of the circle is \(16\pi\), then
\[A = \pi r^2 = 16 \pi\] so
\[\pi r^2 = 16\pi\]\[r^2 = 16\]\[r = 4\]

Answer 3

thank you

Answer 4

You still have to find the perimeter of the octagon.

Answer 5

r is only the radius of the circle.

Answer 6

I know I'm working on in

Answer 7

ok idk what I'm doing
what is perimeter of an octagon?