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Construction of Angles Constructing 30, 60, 90, 120 Degree Angles

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Construction of Angles  Constructing 30, 60, 90, 120 Degree Angles

Construction of Angles - In an equilateral triangle, all the angles are equal and they are equal to 60º in size. Thus, in order to draw 60º, we need to construct an equilateral triangle. 120º angle can be constructed using the logic that 60º + 120º = 180º. Thus, we can understand that in order to construct 120º we can construct 60º angle.

Constructing Angles of 60º, 120º, 30º and 90º

Constructing Angles of 60º, 120º, 30º and 90º

Construction of Angles Using Protractor and Compass

Construction of Angles Using Protractor and Compass

Construction of Angles Using Protractor and Compass (Examples)

Construction of Angles Using Protractor and Compass (Examples)

How To Construct A 60 Degree Angle - GCSE Maths - Steps & Examples

How To Construct A 60 Degree Angle - GCSE Maths - Steps & Examples

How To Construct 30°, 60°, 90° and 120° Degree Angles

How To Construct 30°, 60°, 90° and 120° Degree Angles

30 Degree Angle - Construction With Compass and Protractor

30 Degree Angle - Construction With Compass and Protractor

Construction of an Angle using a Protractor

Construction of an Angle using a Protractor

Question 4 (i) - Construct 75° angle and measure it with protractor

Question 4 (i) - Construct 75° angle and measure it with protractor

Angle Bisector: Definition, Properties, Theorem, Construction

Angle Bisector: Definition, Properties, Theorem, Construction

Practical Geometry

Practical Geometry

8.1 Constructions of angles, Constructions

8.1 Constructions of angles, Constructions

How to construct a 30 degree angle with compass and straightedge or ruler -  Math Open Reference

How to construct a 30 degree angle with compass and straightedge or ruler - Math Open Reference