Calculating the area of a dodecagon | LEARN MATHS EASIER | MENSURATION |

Calculating the area of a dodecagon is interesting, especially when comparing it to the area of a circle.

Visualizing the area of a dodecagon compared to a circle through shapes animation can be quite enlightening. Imagine starting with a circle and gradually transforming it into a dodecagon by adding more sides. Initially, the dodecagon's edges are straight and distinct, but as more sides are added, the shape increasingly resembles the circle. This animation illustrates how, with a growing number of sides, the dodecagon's perimeter gets closer to the circle's boundary, making their areas more comparable. By observing this transition, you can see how the area of a regular dodecagon approaches that of a circle, highlighting the geometric relationship between polygons and circular shapes.