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What is the sum of measure of the interior angle of the convex polygon decagon

What is the sum of measure of the interior angle of the convex polygon decagon-example-1
User Joey Eremondi
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1 Answer

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The sum of internal angles of a convex polygon is = (n-2)* 180º

n= number of sides

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Decangon n = 10

(10 -2)* 180º

8* 180º

The sum of internal angles of this convex polygon is = 1440

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n= 16

(16 -2)* 180º

14* 180º

The sum of internal angles of this convex polygon is = 2520

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n =30

(30 -2)* 180º

28* 180

The sum of internal angles of this convex polygon is = 5040

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n = 8

(8 -2)* 180º

6* 180

The sum of internal angles of this convex polygon is = 1080

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User Fishus
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