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The total number of degrees in any regular polygon is calculated by (S-2) * 180º, where S = the number of sides. So, for a decagon the total is 8 * 180º = 1440º, and the measure of each interior angle is 144º, or 1/10th of the total.

The last bit is correct only if the decagon is regular. It need not be.

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What is the sum of the measures of the angles of a regular decagon?

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How many right angles in a decagon?

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