Classifying triangles on basis of angle

Last updated at July 23, 2026 by

Classification of triangle on basis of angle - Teachoo.jpg

Now, in ∆ABC,

there can be 3 cases

  • All angles are acute
  • One angle is right angle (90°)
  • One angle is greater than 90° (i.e one angle is obtuse)

 

If all angles are acute, it is an acute angled triangle.

If one angle is right angle, it is a right angled triangle.

If one angle is greater than 90°, it is an obtuse angled triangle.

Classifying triangles on basis of angle - Part 2

Classifying triangles on basis of angle - Part 3

 

 

 

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Transcript

Now, in ∆ABC, there can be 3 cases All angles are acute One angle is right angle (90°) One angle is greater than 90° (i.e one angle is obtuse) If all angles are acute, it is an acute angled triangle. If one angle is right angle, it is a right angled triangle. If one angle is greater than 90°, it is an obtuse angled triangle. (a) is an acute-angled triangle (b) is a right-angled triangle (c) is an obtuse angled triangle (d) is a right angled triangle (e) is an obtuse angled triangle (f) is an acute angled triangle

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