Perimeter o The perimeter of a closed plane

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Perimeter o The perimeter of a closed plane figure is the length of its

Perimeter o The perimeter of a closed plane figure is the length of its boundary. 8 cm 10 cm 7 cm 8 cm 15 cm Perimeter = 15 + 8 + 10 + 8 + 7 = 48 cm

Perimeter o Square o Rectangle b=4 cm L= 8 cm P=8+5+8+5 P=l+b+l+b = 2(l

Perimeter o Square o Rectangle b=4 cm L= 8 cm P=8+5+8+5 P=l+b+l+b = 2(l + b) o Triangles b L=6 cm P=6+6+6+6 P=l+l+l+l = 4 l or 4 s c a P=a+b+c

Area o Area is the space within the boundary of a figure.

Area o Area is the space within the boundary of a figure.

Area of a triangle h h b b o Area = ½ x base

Area of a triangle h h b b o Area = ½ x base x height h b

A Circle is a plane figure made up of points that are equidistant (

A Circle is a plane figure made up of points that are equidistant ( at the same distance ) from the centre point. A circle has no corners and it is not made up of line segments. . .

CENTRE Centre is the fixed point of the circle. o O is the centre

CENTRE Centre is the fixed point of the circle. o O is the centre of the circle. All the points on the circle are equidistant from the centre.

A line segment which passes through the centre of a circle and whose end

A line segment which passes through the centre of a circle and whose end points lie on the circle is called diameter of the circle. A . 0 B AOB=DIAMETER

CIRCLE O = CENTRE P O S OS = RADIUS PQ = DIAMETER Q

CIRCLE O = CENTRE P O S OS = RADIUS PQ = DIAMETER Q

Draw 3 circles of different sizes. Draw a radius and diameter for each of

Draw 3 circles of different sizes. Draw a radius and diameter for each of the circles. Find the lengths of the radius and the diameter. Length of diameter = 2 x length of radius Radius is half of diameter

Complete the table : RADIUS DIAMETER 2 cm 4 cm 6 cm 12 cm

Complete the table : RADIUS DIAMETER 2 cm 4 cm 6 cm 12 cm 5 cm 10 cm 2. 5 cm

A line segment whose endpoints are on the circle is called a chord of

A line segment whose endpoints are on the circle is called a chord of the circle. The line segment may or may not contain the centre of the circle. AB= CHORD A B Diameter is the longest chord.

Observe the figure and name the following : R P T O. 1. CENTRE

Observe the figure and name the following : R P T O. 1. CENTRE : S 2. RADIUSOM, : OP, OS 3. DIAMETER: PS 4. CHORDS RT, PS : M O

Q 1. Draw a circle with centre O. 2. Mark four points P, Q,

Q 1. Draw a circle with centre O. 2. Mark four points P, Q, R, and S on it. R 3. Join OP, OQ, OR AND OS are all the radii of the circle. 4. Measure the length of OP, OQ, OR and OS. P OP, OQ, OR and OS are of equal length. We can draw a large number of radii of a circle and all the radii are of equal length. O S

DIAMETER DIVIDES THE CIRCLE IN TWO EQUAL PARTS. EACH PART IS SEMICIRCLE. SEMI CIRCLE

DIAMETER DIVIDES THE CIRCLE IN TWO EQUAL PARTS. EACH PART IS SEMICIRCLE. SEMI CIRCLE IS HALF OF A CIRCLE. B A O C ABC IS AN ARC OF THE CIRCLE.

A PART OF THE CIRCLE IS CALLED AN ARC. A B AB = ARC

A PART OF THE CIRCLE IS CALLED AN ARC. A B AB = ARC

Distance around a circle is called circumference of a circle. We cannot find the

Distance around a circle is called circumference of a circle. We cannot find the length of a circle with the help of a scale. We can find its approximate length with the help of a thread. Circumference =3 x diameter

Group 1: Draw a circle and mark a point X on it. Draw as

Group 1: Draw a circle and mark a point X on it. Draw as many chords as you can whose one endpoint is the point X. Also draw a chord which passes through the centre. Find the length of all the chords. Group 2: Draw a circle. Draw as many diameters of the circle as you can. Measure the lengths of the diameters drawn. How many diameters of a circle can we draw ? Are all the diameters of equal length? Group 3: The radius of a circle is 5 cm. What will be the length of its diameter?

THANK YOU

THANK YOU

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