area of triangles

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AREA OF TRIANGLES

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Page 1: AREA OF TRIANGLES
Page 2: AREA OF TRIANGLES

How many sides have a triangle?

Page 3: AREA OF TRIANGLES

3

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What is formulae for finding the area of a triangle?

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A=1/2bh

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How many sides have a rectangle?

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4

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What is formulae for finding the area of a triangle?

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A=lb

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A B

CD F

E

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What is the area of rectangle ABCD?

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A =AB*AD

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What is the area of triangle ABF?

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A =1/2 AB*FE

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What is relation between FE and AD?

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AD=FE

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What is the relation between area of triangle ABF and area of rectangle ABCD?

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Area of ABCD=1/2 Area of ABF

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Area of the rectangle is double, the area of triangle obtained by the two vertices on the side of rectangle and third vertex is on the opposite side.

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A B

CD

F

P

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What is the area of rectangle ABCD?

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A=AB*AD

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What is the area of triangle ABF?

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A=1/2 AB*PF

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What is the relation between AD and PF?

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AD = PF

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What is the relation between area of triangle ABF and area of rectangle ABCD?

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Area of ABCD=1/2Area of ABF

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Area of a rectangle is double, the area of a triangle obtained by the two vertices on side of the rectangle and third vertex is on the extended opposite side.

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A BC D F G

Q R SP

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What is the area of triangle ABP?

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A=1/2 AB*PC

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What is the area of triangle ABQ?

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A=1/2 AB*QD

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What is the area of triangle ABR?

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A=1/2 AB*RF

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What is the area of triangle ABS?

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A=1/2 AB*SG

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What is the relation between PC,QD,RF and SG?

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These sides are equal.

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What is the relation between area of triangle ABP,ABQ,ABR,and ABS?

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These are equal.

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Triangles with the same base and between the same

parallels are of equal area

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Can you draw a triangle with same area as the triangle ABC shown below but with the angle at A, a right angle?

A

C

B

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The area of the triangle between same parallel lines and have same base are ----------

Find the vertices of the triangle that have half of the area of a rectangle?

The distance between parallel line are ------- every time

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AB=5cm, BC=7cm, angle ABC=60. Draw the triangle ABC. Draw another triangle with same area.

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AB= 4cm, BC= 5cm, CA= 6cm. Draw the triangle ABC. Draw an isosceles triangle with same area as ABC.

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