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Polygon angle sum theorems

Polygon angle sum theorems-example-1
User Jim Scott
by
4.9k points

1 Answer

3 votes

Answer:

30. 540

31. 720

32.360

33. 540

34. 180

35.900

Explanation:

Sum of the angles = number of sides in the polygon - two, all multiplied by 180 degrees.

*if you want to find the measure of one interior angle, take that same formula and divide by the number of sides n: (n - 2) * 180 / n.

30 .

sum of the angles = (5-2)180

sum of the angles =540

31.

sum of the angles = (6-2)180

sum of the angles =720

32.

sum of the angles = (4-2)180

sum of the angles =360

33.

sum of the angles = (5-2)180

sum of the angles= 540

34. sum of the angles = (3-2)180

sum of the angles = 180

35.

sum of the angles = (7-2)180

sum of the angles = 900

User Walrus
by
4.0k points