Asked by kudu
The size of an interior angle of a regular polygon is 3x° while its exterior angle is (x- 20)°. Find the number of sides of the polygon
Answers
Answered by
michael mwanzia RONGO university.
first let's find value of x where
3x°+(x-20)°=180°
3x +x -20 =180
4x=180+20
4x=200
4x/4=200/4
x=50°
then number of sides = 360/(exterior angle)
of a regular polygony
therefore sizes=360/30
sides= 12
3x°+(x-20)°=180°
3x +x -20 =180
4x=180+20
4x=200
4x/4=200/4
x=50°
then number of sides = 360/(exterior angle)
of a regular polygony
therefore sizes=360/30
sides= 12
Answered by
Anonymous
7.2
Answered by
Anonymous
12
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