Area of the Ellipse

Ellipse :

A closed plane curve generated by a point moving in such a way that the sums of its distances from two fixed points is a constant .

Formulae:

Area of an ellipse= πab, where π=3.14,

a-Length of the semi major axis,

b-Length of the semi minor axis

Perimeter of an Ellipse= 2 πx sqrt((a2 + b 2)/2)

Example:

Area of an ellipse is=3.14 * 3 * 7=65.94

Perimeter of an Ellipse is= 2 * 3.14 * sqrt((9+49)/2)=2*3.14 *sqrt(58/2)=33.82

Area of an ellipse
Enter the Radious of the semi major axis:
Enter the Radious of the semi minor axis:
Area of an ellipse:

Perimeter of an Ellipse ,
Enter the Radious of the semi major axis:
Enter the Radious of the semi minor axis:
Perimeter of Ellipse: