sum of all the angle of a convex polygon which has 7 sides
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Answered by
6
Sum of exterior angles = 360°
Sum of interior angles = (180° {n-2})° [where n is no. of sides]
= 180 X (7-2)
= 180 X 5
= 900°
Therefore the sum of interior angles is 900°
Sum of interior angles = (180° {n-2})° [where n is no. of sides]
= 180 X (7-2)
= 180 X 5
= 900°
Therefore the sum of interior angles is 900°
Answered by
1
sum of exterior angles for every polygon is 360
sum of interior angles will be =180(n-2)
where n belongs to number of sides of the polygon...
solving the above equation we get the answer =900
hope my answer is helpful to u
sum of interior angles will be =180(n-2)
where n belongs to number of sides of the polygon...
solving the above equation we get the answer =900
hope my answer is helpful to u
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