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triangles geometry

Date post: 29-Jun-2015
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Description:
triangles and its parts
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Prepared by: Elizer S. Sampang
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Page 1: triangles geometry

Prepared by: Elizer S. Sampang

Page 2: triangles geometry

CONTENTSMeaning of the TriangleParts of the Triangle

- Primary Parts - Secondary Parts

Kinds of Triangle- According to Angles- According to Sides

Page 3: triangles geometry

A polygon with three sides, three angels and three vertices.

It is the union of three non collinear points.

TRIANGLE

Page 4: triangles geometry

The sum of the interior angles are 180 degrees.

TRIANGLE

Page 5: triangles geometry

Parts of theTriangle

Page 6: triangles geometry

Primary Parts

Page 7: triangles geometry

Primary PartsSides

- AB, BC, CAAngles

- A, B, C Vertices

- A, B, C

A

BC

Page 8: triangles geometry

Secondary Parts

Page 9: triangles geometry

Median- is the segment drawn from

one vertex of a triangle to the midpoint of the opposite sides.

MedianA

B CD

AD -

BD = DC

Secondary Parts

Page 10: triangles geometry

Secondary PartsAltitude

- is the perpendicular segment drawn from one vertex of the triangle to the line containing the opposite side.

Altitude - AC

Page 11: triangles geometry

Secondary PartsAngle Bisector

- is the segment drawn from one vertex and dividing the angle into two congruent angles.

Angle bisectorAP -

BAP = CAP

Page 12: triangles geometry

Kindsof

Triangle

Page 13: triangles geometry

According to

Angles

Page 14: triangles geometry

According to Angles Acute Triangle

- is a triangle with three angles are less than 90.

Examples:

50

70

60

59

5566

Page 15: triangles geometry

According to Angles Obtuse Triangle

- is a triangle with one of the angle is more than 90.

Examples:

110

2050

Page 16: triangles geometry

According to Angles Right Triangle

- is a triangle with one angle is exactly 90.

- the longest side is the hypotenuse and the two sides are the legs.

Example:

Page 17: triangles geometry

According to Angles Equiangular Triangle

- is a triangle with all angles are congruent.

60

6060

Example:

Page 18: triangles geometry

According to

Sides

Page 19: triangles geometry

According to Sides Scalene Triangle

- is a triangle with no equal sides.

Examples:

5m

7m

8m5m

3m

4m

Page 20: triangles geometry

According to Sides Isosceles Triangle

- is a triangle with two sides are congruent.

Examples:

12cm 12cm

15cm

4

4

8

Page 21: triangles geometry

According to Sides Equilateral Triangle

- is a triangle with all sides are congruent.

Example:6cm6cm

6cm

Page 22: triangles geometry

TRIANGLE

Parts Kinds

Primary Secondary

Sides Angles Vertices

Median Altitude Angle bisector

Angles Sides

Acute Obtuse Right Equiangular

Scalene Isosceles Equilateral

Page 23: triangles geometry

ACTIVITY

A. Identify the following.

1. A triangle with two equal sides.

2. A triangle whose one of its angle is more than 90 degrees.

Page 24: triangles geometry

3. A triangle whose angles are less than 90 degrees.

4. A triangle where all of its angle are congruent.

5. A triangle with no equal sides.

Page 25: triangles geometry

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