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 Page 1


Angles as 
Turns
Page 2


Angles as 
Turns
Introduction
We see angles all around us 4 in doors, fans, scissors, and even in the hands of a clock!
An angle is simply the amount of turn from one position to another.
What is a Turn?
Imagine standing straight and then turning.
A turn means rotation from a starting point.
Examples:
Door opening
Tap turning
Wheel rotating
< Angles are nothing but measures of turns.
Page 3


Angles as 
Turns
Introduction
We see angles all around us 4 in doors, fans, scissors, and even in the hands of a clock!
An angle is simply the amount of turn from one position to another.
What is a Turn?
Imagine standing straight and then turning.
A turn means rotation from a starting point.
Examples:
Door opening
Tap turning
Wheel rotating
< Angles are nothing but measures of turns.
Understanding Full and Half Turns
Full Turn: Turning completely around and coming back to 
the starting position.
Half Turn: Turning halfway and facing the 
opposite direction.
Quarter Turn: Turning one-fourth of a full turn, facing sideways.
Page 4


Angles as 
Turns
Introduction
We see angles all around us 4 in doors, fans, scissors, and even in the hands of a clock!
An angle is simply the amount of turn from one position to another.
What is a Turn?
Imagine standing straight and then turning.
A turn means rotation from a starting point.
Examples:
Door opening
Tap turning
Wheel rotating
< Angles are nothing but measures of turns.
Understanding Full and Half Turns
Full Turn: Turning completely around and coming back to 
the starting position.
Half Turn: Turning halfway and facing the 
opposite direction.
Quarter Turn: Turning one-fourth of a full turn, facing sideways.
Real Life Example
Think about a minute hand on a clock - it makes a full turn when it returns to its starting position.
Page 5


Angles as 
Turns
Introduction
We see angles all around us 4 in doors, fans, scissors, and even in the hands of a clock!
An angle is simply the amount of turn from one position to another.
What is a Turn?
Imagine standing straight and then turning.
A turn means rotation from a starting point.
Examples:
Door opening
Tap turning
Wheel rotating
< Angles are nothing but measures of turns.
Understanding Full and Half Turns
Full Turn: Turning completely around and coming back to 
the starting position.
Half Turn: Turning halfway and facing the 
opposite direction.
Quarter Turn: Turning one-fourth of a full turn, facing sideways.
Real Life Example
Think about a minute hand on a clock - it makes a full turn when it returns to its starting position.
Rule-
2 Half Turns = 1 Full Turn
4 Quarter Turns = 1 Full Turn
2 Quarter Turns = 1 Half Turn
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FAQs on PPT: Angles as Turns - Mathematics (Maths Mela) Class 5 - New NCERT

1. What are angles and how are they measured in degrees?
Ans. Angles are formed when two rays originate from a common point called the vertex. The measurement of angles is commonly expressed in degrees (°). A full circle is divided into 360 degrees, where a right angle measures 90 degrees, an obtuse angle measures more than 90 degrees, and an acute angle measures less than 90 degrees.
2. Can you explain the concept of a complete turn and its relation to angles?
Ans. A complete turn refers to a rotation of 360 degrees. This means that when an object or a ray makes a full rotation around a point, it returns to its original position. This concept helps in understanding angles as turns, as various fractions of a complete turn can represent different angles (e.g., a half turn is 180 degrees, a quarter turn is 90 degrees).
3. What is the significance of using protractors in measuring angles?
Ans. A protractor is a tool used to measure and construct angles. It has a semicircular shape with degree markings from 0° to 180°. By aligning the base of the protractor with one ray of the angle and reading the degree measurement where the other ray crosses the markings, students can accurately determine the angle's measurement.
4. How does the concept of complementary and supplementary angles work?
Ans. Complementary angles are two angles that add up to 90 degrees. For example, if one angle measures 30 degrees, its complement would be 60 degrees. Supplementary angles, on the other hand, are two angles that sum up to 180 degrees. If one angle measures 110 degrees, its supplement would be 70 degrees. Understanding these concepts is essential for solving various geometric problems.
5. What are the different types of angles based on their measurement?
Ans. Angles can be classified into several types based on their measurements: 1. Acute Angle: Measures less than 90 degrees. 2. Right Angle: Measures exactly 90 degrees. 3. Obtuse Angle: Measures more than 90 degrees but less than 180 degrees. 4. Straight Angle: Measures exactly 180 degrees. 5. Reflex Angle: Measures more than 180 degrees but less than 360 degrees. Understanding these types is crucial for identifying and working with angles in geometry.
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