त्रिज्यखंड और वृत्तखंड के क्षेत्रेफल: Difference between revisions

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== Area of Sector ==
== Area of Sector ==
[[File:Sector.jpg|alt=Fig. 1 - Sector|thumb|200x200px|Fig. 1 - Sector]]
[[File:Sector.jpg|alt=Fig. 1 - Sector|thumb|200x200px|चित्र-1 - त्रिज्यखंड]]
A sector of a circle is identified as the reconstructed part of the circle bounded by two radii and the arc which connects them. The space which is occupied by the sector of a circle is called the area of a sector of a circle.
A sector of a circle is identified as the reconstructed part of the circle bounded by two radii and the arc which connects them. The space which is occupied by the sector of a circle is called the area of a sector of a circle.



Revision as of 15:18, 23 August 2024

Introduction to Sectors and Segments

The region between two radii of a circle and the arc between them is called a sector. The sector always starts from the center of the circle. The semi-circle is also called the sector of the circle. The space or the area occupied by the sector of a circle is called the area of a sector of a circle. Geometrically, a line segment is a part of a line that is bounded by two distinct end points, and contains every point on the line between its endpoints.

Area of Sector

Fig. 1 - Sector
चित्र-1 - त्रिज्यखंड

A sector of a circle is identified as the reconstructed part of the circle bounded by two radii and the arc which connects them. The space which is occupied by the sector of a circle is called the area of a sector of a circle.

Two types of sectors are major sectors and minor sectors.

  • A major sector is defined as a sector that is greater than a semicircle.
  • A minor sector is defined as a sector that is less than a semi-circle.

Fig - 1 represents the minor and major sectors. OAPB is called the minor sector, OAQB is called the major sector of the circle.

is the angle of minor sector and is the angle of major sector.