The sum of the exterior angles of any regular polygon is equal to 360 degrees.
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180x(N-2)(interior angle) All polygon of the sums of exterior angles is 360. (if convex)
It is: 180-interior angle = exterior angle
the hypotenuse is the exterior angle
When any side of triangle is extended outwards then exterior angle is formed. Sum of this exterior angle and adjacent interior angle = 180o. If exterior angle = 180o(straight angle) then interior adjacent angle is 0o which is not possible. So exterior angle can't be straight angle.
Exterior Angle for a decagon is 36 Degrees.
Each pair of interior and exterior angle sums to 180 degrees. Since a hexagon has 6 such pairs, the sum is 6*180 = 1080 degrees.
Exterior angle+interior angle=180 degrees and 180-exterior angle=interior angle
180x(N-2)(interior angle) All polygon of the sums of exterior angles is 360. (if convex)
180x(N-2)(interior angle) All polygon of the sums of exterior angles is 360. (if convex)
It is: 180-interior angle = exterior angle
It is: 180-interior angle = exterior angle
the hypotenuse is the exterior angle
When any side of triangle is extended outwards then exterior angle is formed. Sum of this exterior angle and adjacent interior angle = 180o. If exterior angle = 180o(straight angle) then interior adjacent angle is 0o which is not possible. So exterior angle can't be straight angle.
Exterior angles of a quadriltaeral add up to 1080° , each exterior angle is equal to the interior angle subtracted from 360°. The formula for checking sums of interior angles of any multilateral figure is (n-2)*180°, hence a quadilateral has 4 sides (n) (4-2)*180°=360°
180 - interior angle = exterior angle
180 minus interior angle = exterior angle
180 minus interior angle = exterior angle