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Farsana . S
BEd. Mathematics
Register number : 13386003
St Thomas Training College.
CIRCLES
o
radius
diameter
 A circle has a centre.
 The line joining any two points in a circle is the
chord.
 The longest chord which passes through the
centre of the circle is diameter.
 Radius is half the diameter.
PERIMETER OF A CIRCLE
 perimeter = 2 r ; where ≈ 3.14
r = radius of the circle.
AREA OF A CIRCLE
 Area of a circle = r² ;where r is the radius
ARC LENGTH
The length of an arc of a circle is that
part of the perimeter of the circle as the central
angle is 360°.
 Arc length = x
360 ; where r is the radius
x is the central angle
2 r
SECTOR
 It is a part of circle extending to the centre.
AREA OF A SECTOR
BEd Mathematics: Circles, Perimeter, Area, Arc Length, and Sector Formulas
BEd Mathematics: Circles, Perimeter, Area, Arc Length, and Sector Formulas

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BEd Mathematics: Circles, Perimeter, Area, Arc Length, and Sector Formulas

  • 1.
  • 2. Farsana . S BEd. Mathematics Register number : 13386003 St Thomas Training College.
  • 5.  A circle has a centre.  The line joining any two points in a circle is the chord.  The longest chord which passes through the centre of the circle is diameter.  Radius is half the diameter.
  • 6. PERIMETER OF A CIRCLE  perimeter = 2 r ; where ≈ 3.14 r = radius of the circle.
  • 7. AREA OF A CIRCLE  Area of a circle = r² ;where r is the radius
  • 8. ARC LENGTH The length of an arc of a circle is that part of the perimeter of the circle as the central angle is 360°.
  • 9.  Arc length = x 360 ; where r is the radius x is the central angle 2 r
  • 10. SECTOR  It is a part of circle extending to the centre.
  • 11. AREA OF A SECTOR