More Information.

Equations of a Circle


\( Total \: Area \: (A1+A2+A3) = \pi R^2 \)
\( Circumference = 2\pi R \)
\( Sector \: Area \: (A2 + A3) = {\theta \over 360 } \pi R^2 \)
\( Segment\: Area \: (A3) = ({\theta \pi \over 360} - {sin \theta \over 2}) R^2 \)
\( Segment \: Height \: (H) = R - (cos({ \theta \over 2})R) \)
\( Segment \: Length \: (L) = 2sin({ \theta \over 2})R \)

R (mm) θ (0)
Calculate x


Total Area (A1+A2+A3) =
31415.927 mm2

Circumference =
628.319 mm

Section Area (A2 + A3) =
10471.976 mm2

Segment Area (A3) =
7568.92 mm2

Segment Height (H) =
50 mm

Segment Lenght (L) =
173.205 mm




Circle Calculations



This page uses javaScript for some simple trigonometry calculations. Whilst this page may be educational or useful under certain conditions it's ment mainly as a demonstration of a simple web form calculation. If you want a quick template for a simple form based calculation you can use this page as and modify the code as required