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'''Procedure''':
 
'''Procedure''':
# In Circle with centre 'A',BD is a chord,
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# In Circle with centre 'A',BD is a chord, 'p' is major arc and 'd' is minor arc which is represented in red and blue colour respectively.
 
# Identify minor segment and major segment.
 
# Identify minor segment and major segment.
#  
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# Identify and measure the Angles in major segment
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# If you change the radius of the circle,Did you observe any changes in the angle measurement? (or) Is the measurement of angle dependant on the circle radius?
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# Find that all angles in the same segment are equal
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Application:
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The angle subtended by an arc at the circle in minor segment is obtuse angle. What is value of angle subtended by it in the major segment?
    
=== Evaluation at the end of the activity ===
 
=== Evaluation at the end of the activity ===
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What do you mean by the minor segment of a circle?
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How will you define the major segment of a circle?
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If a chord AB subtended an angle 80° at centre, then what will be the measure of angles subtended by same chord in the same segment of the circle at point P and Q?
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Go back to main page [https://karnatakaeducation.org.in/KOER/en/index.php/KVS_Circles#Activity1:_Angles_in_the_same_segment_are_equal_-_Click_Here Click Here]
 
Go back to main page [https://karnatakaeducation.org.in/KOER/en/index.php/KVS_Circles#Activity1:_Angles_in_the_same_segment_are_equal_-_Click_Here Click Here]
    
[[Category:Circles]]
 
[[Category:Circles]]