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Answered by
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Formula for the sum of interior and angles of a polygon =
For an octagon(a polygon with eight sides)
Using the above formula,
we get,
(8-2)180° = 6×180° = 1080°
Thank u!!...☺️
Formula for the sum of interior and angles of a polygon =
For an octagon(a polygon with eight sides)
Using the above formula,
we get,
(8-2)180° = 6×180° = 1080°
Thank u!!...☺️
Ashi03:
thank you
Answered by
5
❤❤Here is your answer ✌ ✌

➡Formula for the sum of interior and angles of a polygon => (n-2)180°
For an octagon{a polygon with eight sides}
Using the above formula,
now we get
(8-2)180° = 6×180° = 1080°
➡Formula for the sum of interior and angles of a polygon => (n-2)180°
For an octagon{a polygon with eight sides}
Using the above formula,
now we get
(8-2)180° = 6×180° = 1080°
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