Select a type of segment below
The area of a circular segment is the region bounded by a chord and an arc of a circle. It is commonly used in geometry and engineering to calculate the area of curved surfaces. For example, the area of a sector of a circle, the shape of a pizza slice or a pie, is a type of circular segment. Another real-life example of a circular segment is the shape of a windowpane in a rounded arch window.
Knowing the area of a circular segment can be useful in various fields such as architecture, construction, and manufacturing. In architecture, the calculation of the area of a circular segment is important when designing curved surfaces for buildings or structures. In construction, the area of a circular segment can be used to determine the amount of material needed to cover curved surfaces, such as roofs or domes. In manufacturing, the area of a circular segment is used in the production of curved surfaces for products like vehicle parts or sports equipment.
Overall, the area of a circular segment is a fundamental concept in mathematics and has practical applications in various industries.
The formula for determining the area of an elliptical segment is defined as:
\(A\): the area of the segment
\(a\): The length of axis a
\(b\): the length of axis b
\(h\): the length of the segment height
The SI unit of area is: \(square \text{ } meter\text{ }(m^2)\)
Find \(A\)
Use this calculator to determine the area of an elliptical segment when the length of its axes and the segment height are given.
the length of the segment height
