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Page 1: Area

AREA

Page 2: Area

Can you find the areas of figures?

6cm

3cm 4cm

4cm

2cm

5cm 4cm

3cm

Page 3: Area

A B

PD C

Q

Area of Triangle

The area of the triangle ∆ABP = — x AB x PQ

= — x AB x CB

= — x Area of rectangle ABCD

121212

Page 4: Area

5cm

4cm

M1

M2

A BA

RRQP

Page 5: Area

M1

M2

A B

RRQP

‘Triangle with same base and between the same parallels are of equal area’

Page 6: Area

‘Triangle with same base and between the same parallels are of equal

area’

Page 7: Area

APPLICATION OF THIS THEOREM Can we draw a triangle with the same area

as the triangle ABC shown below, but with the angle at A, aright angle?

C

BA

Page 8: Area

C

BA

D

Here ∆ ABD is the required triangle

Page 9: Area

Try it also..

o Draw ∆ ABC with AB = 4cm, BC = 5cm and CA =6cm

Draw an isosceles triangle of same area with one side as AB itself.

o Draw ∆ ABC as in the above problem. Draw triangle of same area with two of its sides 6cm and 7cm.

Page 10: Area

Thank you

Basil Roy IdicullaMathematical scienceMount Tabor Training College Pathanapuram