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The Circle
By Ranjana
O A
CIRCLE
Eg. ball,bangle,lemon.coin
O
A
CENTRE : O
RADIUS : OA
B
CENTRE
RADIUS
.O
In a plane,each point of the circle is at equal
distance from a fixed point.The fixed point is
called the centre of the circle.
CENTRE = O
O
The distance from centre to any point on the
circle is called radius of the circle.
A
RADIUS = OA
Radius
.O
DI
A
M
E
T
E
R
A Line segment passing through the centre of
the circle and whose end points lie on the circle
is called the diameter of the circle.
A
B
DIAMETER = AB
.O
The length of the circle or the distance
around it is called circumference of the
circle.
.O
A B
A Line segment whose both the ends touches
the circumference and passes through the
centre is called diameter.
DIAMETER : AB
Relation between radius and
diameter
.O
A B
RADIUS = DIAMETER
2
OB = AB
2
Eg. If diameter of the circle is 10 cm then find
its radius?
.O
Diameter = 10cm
Sol. Radius =diameter / 2
radius=10 cm/ 2
radius =5 cm
A B
.O
Eg. If radius of the circle is 6 cm,then find the
diameter of the circle?
Radius = 6cm
A
Sol. Diameter = 2 x Radius
Diameter = 2 x 6cm
Diameter = 12 cm
RELATION BETWEEN CIRCUMFERENCE AND
DIAMETER
.O
DIAMETER
CIRCUMFERENCE = 3 x DIAMETER(APPROX)
A B
Eg. Find the circumference (approx) of the circle whose
diameter is 10cm.
.O
DIAMETER=10 CM
Sol. Circumference = 3 x
diameter(approx)
Circumference = 3 x 10 cm
Circumference = 30 cm
A
B
EVALUATION
1. what is the relation between radius and diameter of the
circle?
.O
A B
2. What is the relation between circumference and diameter
of the circle?
3. In this figure
Sol .Radius=diameter/2
Sol. Circumference=3Xdiameter(approx)
radius
diameter
centre
AB is ________.
O is _________.
OA or OB is ______.
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Circles

  • 3. O A CENTRE : O RADIUS : OA B CENTRE RADIUS
  • 4. .O In a plane,each point of the circle is at equal distance from a fixed point.The fixed point is called the centre of the circle. CENTRE = O
  • 5. O The distance from centre to any point on the circle is called radius of the circle. A RADIUS = OA Radius
  • 6. .O DI A M E T E R A Line segment passing through the centre of the circle and whose end points lie on the circle is called the diameter of the circle. A B DIAMETER = AB
  • 7. .O The length of the circle or the distance around it is called circumference of the circle.
  • 8. .O A B A Line segment whose both the ends touches the circumference and passes through the centre is called diameter. DIAMETER : AB
  • 9. Relation between radius and diameter .O A B RADIUS = DIAMETER 2 OB = AB 2
  • 10. Eg. If diameter of the circle is 10 cm then find its radius? .O Diameter = 10cm Sol. Radius =diameter / 2 radius=10 cm/ 2 radius =5 cm A B
  • 11. .O Eg. If radius of the circle is 6 cm,then find the diameter of the circle? Radius = 6cm A Sol. Diameter = 2 x Radius Diameter = 2 x 6cm Diameter = 12 cm
  • 12. RELATION BETWEEN CIRCUMFERENCE AND DIAMETER .O DIAMETER CIRCUMFERENCE = 3 x DIAMETER(APPROX) A B
  • 13. Eg. Find the circumference (approx) of the circle whose diameter is 10cm. .O DIAMETER=10 CM Sol. Circumference = 3 x diameter(approx) Circumference = 3 x 10 cm Circumference = 30 cm A B
  • 14. EVALUATION 1. what is the relation between radius and diameter of the circle? .O A B 2. What is the relation between circumference and diameter of the circle? 3. In this figure Sol .Radius=diameter/2 Sol. Circumference=3Xdiameter(approx) radius diameter centre AB is ________. O is _________. OA or OB is ______.
  • 15. This powerpoint was kindly donated to www.worldofteaching.com http://www.worldofteaching.com is home to over a thousand powerpoints submitted by teachers. This is a completely free site and requires no registration. Please visit and I hope it will help in your teaching.