Classification of Triangles Based on Their Angles
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A triangle with one obtuse angle is called a/an:
Right angled triangle
Isosceles triangle
Acute angled triangle
Obtuse angled triangle
- Acute triangle
- Obtuse triangle
- Equilateral triangle
- Right triangle
- Acute triangle
- Right triangle
- Obtuse triangle
- Equilateral triangle
A triangle with one obtuse angle and two acute angles is called a/an:
Right angled triangle
Isosceles triangle
Obtuse angled triangle
Vertically opposite angles
If one angle of a triangle measures 105∘, then based on the angles the triangle is a/an
Acute angled triangle
Scalene
Right angled triangle
Obtuse angled triangle
- Acute triangle
- Obtuse triangle
- Equilateral triangle
- Right triangle
Given that in a triangle ABC, AB = 5.5 cm, BC = 5.5 cm, AC = 6 cm and ∠ABC=120∘. The given triangle is a/an
Scalene triangle, obtuse angled triangle
Isosceles triangle, obtuse-angled triangle
Equilateral triangle, right-angled triangle
Isosceles triangle, acute-angled triangle
- Acute triangle
- Right triangle
- Obtuse triangle
- Equilateral triangle
Classify the following statement as true or false.
An equilateral triangle is always an acute-angled triangle.
- True
- False
• of a right angle __________
• of a right angle __________
• 2 times of a right angle __________