Express the angular measurement of the angle of a regular decagon in degrees grades and radians
Answers
Answered by
37
Sum of the interior angles of a regular
Decagon
= (n-2) × 180 degrees
= (10 - 2) × 180
= 8 × 180
= 1440 degrees = 8 pie radians
Each interior angle of a regular
Decagon
= (n-2) /n × 180 degrees
= (8/10) × 180
= 144 degrees = 4pie /5 radians
I hope this answer help you
Decagon
= (n-2) × 180 degrees
= (10 - 2) × 180
= 8 × 180
= 1440 degrees = 8 pie radians
Each interior angle of a regular
Decagon
= (n-2) /n × 180 degrees
= (8/10) × 180
= 144 degrees = 4pie /5 radians
I hope this answer help you
Answered by
9
Solution:-
given by :- decagon
》decagon all angles are =10
we know that,
》decagon's all sum of angles = 1440degree
》measure of the each angle of decagon's
》 = 1440/10
》 =( 144degree) ans
☆ i hope its help☆
given by :- decagon
》decagon all angles are =10
we know that,
》decagon's all sum of angles = 1440degree
》measure of the each angle of decagon's
》 = 1440/10
》 =( 144degree) ans
☆ i hope its help☆
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