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Section 4-1 Triangles and Angles
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triangle A figure formed by three segments jining three noncollinear points.
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Triangles are classified by their sides and angles.
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Side Classification: Equilateral Triangle: 3 congruent sides
Isosceles Triangle: at least 2 congruent sides Scalene Triangle: No congruent sides
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Isosceles Triangle Equilateral Triangle Scalene Triangle
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Angle Classification:
Acute Triangle: 3 acute angles Equiangular Triangle: 3 congruent angles Right Triangle: 1 right angle Obtuse Triangle: 1 obtuse angle
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Acute Triangle Right Triangle Obtuse Triangle Equiangular Triangle
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When naming a triangle you must be as specific as possible!
Name triangles by BOTH sides and angles!
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Some Examples: 1. Equilateral Equiangular 2. Obtuse Isosceles
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Parts of a triangle: The segments are called the sides of a triangle
Each of the three points is a vertex of the triangle Two sides sharing a common vertex are adjacent sides
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B A C Sides: Vertices: A, B, C
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Parts of a right triangle:
Leg: the sides that form the right angle Hypotenuse: the side opposite the right angle (longest side)
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Hypotenuse Leg Leg
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Parts of an isosceles triangle:
When it has only two congruent sides: Leg: two congruent sides Base: the 3rd side
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Leg Leg Base
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