Question

if each angle of a regular polygon is 30 degree more than two third of a right angle then what kind of a polygon it may be find the measure of each exterior angle​

Answer 1

Given:-

☆Each angle of a regular polygon is 30° more than two-thirds of a right angle.

To find:-

☆What kind of polygon it may be

☆Measure of each exterior angle

Solution:-

As Per Question,angle of the polygon:-

=>30+2/3×90

=>30+60

=>90°

Thus,each angle of the regular polygon is 90°

Since,each angle is 90°,thus the polygon is a square or a rectangle.

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=>Value of exterior angle of a regular polygon=360/no of sides

=>Number of sides in a square or a rectangle is 4.

Thus,exterior angle:-

=>360/4

=>90°

Thus,measure of each exterior angle is 90°

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Answer 2

Answer:

90° is answer.........