Classification of Triangles Based on Sides
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- Isosceles Triangle
- Scalene Triangle
- Equilateral Triangle
A triangle with 2 sides of equal length is called:
An Isosceles Triangle
An Equilateral Triangle
A Scalene Triangle
An Obtuse Triangle
A triangle can be classified on the basis of
Sides
Angles
Number of vertices
A triangle can only be classified on the basis of its angles.
- a isosceles triangle
- a scalene triangle
- an equilateral triangle
- a right angled triangle
Name each of the following triangles in two different ways: (you may judge the nature of the angle by observation)
- All three sides are equal
- Two angles are equal
- None of the sides are equal
- Two sides are equal
- Right angled triangle
- Scalene triangle
- Isosceles triangle
- Equilateral triangle
Classify the following as acute-angled, right-angled or obtuse-angled triangles according to the measures of their angles.
Name the type of triangle:
Triangle with length of sides .
A triangle in which each angle is lesser than 90 degrees is called:
A Scalene Triangle
An Acute Triangle
An Obtuse Triangle
A Right Triangle
A scalene triangle has two sides equal
True
False
- Right-angled Triangle
- Isosceles Triangle
- Scalene Triangle
- Equilateral Triangle
- 35∘, 35∘
- 35∘, 25∘
- 35∘, 55∘
- 35∘, 75∘
All equilateral triangles are ______.
right-angled triangles
- scalene
isosceles
- right-isosceles
What do we call a triangle with no sides equal?
Equilateral Triangle
Right Triangle
Isosceles Triangle
Scalene Triangle
What are the angles of an equilateral triangle?