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 Page 1


  A N G L E S A N G L E S  
Page 2


  A N G L E S A N G L E S  
W H A T A R E A N G L E S ?
An Angle is made when two lines
meet at one point.
Imagine a slice of Pizza, Each
slice has an angle at the pointy
end .
Angles are measured in degrees.
Page 3


  A N G L E S A N G L E S  
W H A T A R E A N G L E S ?
An Angle is made when two lines
meet at one point.
Imagine a slice of Pizza, Each
slice has an angle at the pointy
end .
Angles are measured in degrees.
straight line
straight line
vertex
degrees
Page 4


  A N G L E S A N G L E S  
W H A T A R E A N G L E S ?
An Angle is made when two lines
meet at one point.
Imagine a slice of Pizza, Each
slice has an angle at the pointy
end .
Angles are measured in degrees.
straight line
straight line
vertex
degrees
M E A S U R I N G A N G L E S
An angle measure in geometry is the measurement of the
angle created when two lines meet at one common point.
The unit of measurement of an angle is degree.
 The sign '°' represents a degree. 
Examples of angles are 30°, 45°, and 90°.
Page 5


  A N G L E S A N G L E S  
W H A T A R E A N G L E S ?
An Angle is made when two lines
meet at one point.
Imagine a slice of Pizza, Each
slice has an angle at the pointy
end .
Angles are measured in degrees.
straight line
straight line
vertex
degrees
M E A S U R I N G A N G L E S
An angle measure in geometry is the measurement of the
angle created when two lines meet at one common point.
The unit of measurement of an angle is degree.
 The sign '°' represents a degree. 
Examples of angles are 30°, 45°, and 90°.
M E A S U R I N G A N G L E S
A protractor is used to measure angles accurately.
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FAQs on PPT: Angles - Mathematics Class 6 ICSE

1. What are angles, and how are they measured?
Ans. Angles are formed when two rays or lines meet at a common endpoint called the vertex. They are measured in degrees (°) or radians. A full circle is 360°, while a right angle measures 90°. Angles can be classified as acute (less than 90°), right (90°), obtuse (greater than 90° but less than 180°), and straight (180°).
2. What is the importance of angles in everyday life?
Ans. Angles play a crucial role in various aspects of everyday life, including architecture, engineering, sports, and navigation. They help in designing buildings, determining the slope of roofs, creating accurate diagrams, and even in activities such as playing sports, where angles affect trajectories and strategies.
3. How do you identify different types of angles?
Ans. Different types of angles can be identified based on their measures: - Acute angles are less than 90°. - Right angles are exactly 90° and are often indicated by a square at the vertex. - Obtuse angles are greater than 90° but less than 180°. - Straight angles are exactly 180°. Using a protractor can help in measuring and identifying these angles accurately.
4. Can you explain the concept of complementary and supplementary angles?
Ans. Complementary angles are two angles whose measures add up to 90°. For example, if one angle measures 30°, its complement measures 60°. Supplementary angles are two angles that add up to 180°. For instance, if one angle measures 110°, its supplement measures 70°. These concepts are important in solving various geometric problems.
5. How do angles relate to triangles?
Ans. Angles are fundamental to understanding triangles. The sum of the interior angles of a triangle is always 180°. This means that if one angle measures 50°, and another measures 60°, the third angle must measure 70° to complete the triangle. This property is essential for solving problems related to triangle classification and construction.
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