Difference Between Area and Circumference of Circle
The basic difference between the area and the circumference of the circle is discussed in the table below,
|
Area (A) |
||
|---|---|---|
| Definition | The length of the boundary of the circle is called the circumference of the circle. | The total space occupied by the boundary of the circle is called the area of the circle. |
| Formula | C = 2πr | A = πr2 |
| Units | Circumference is measured in m, cm, etc. | Area is measured in m2, cm2 |
| Radius Dependence | Radius is directly proportional to the circumference of the circle. | Area is directly proportional to the square of the radius of the circle. |
| Diameter Dependence | Diameter is directly proportional to the circumference of the circle. | Area is directly proportional to the square of the diameter of the circle. |
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Area of a Circle: Formula, Derivation, Examples
Area of a Circle is the measure of the two-dimensional space enclosed by a circle. It is mostly calculated by the size of the circle’s radius.
Let’s learn how to find the area of the circle using the formulas, with the help of examples.
Table of Content
- Area of Circle
- Area of Circle with Radius
- Area of Circle in terms of Diameter
- Area of a Circle using Circumference
- Area of Circle Examples