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Each interior angle of a regular 24 sided polygon is 165 degrees

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Q: What is the interior angle of a 24 sided shape?
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What is the interior angle of a regular 24 sided polygon?

interior angle of an n-sided polygon = (180(n-2)/n)°interior angle of a 24-sided polygon = (180x22/24)° = 165°


What is one interior angle of a regular 24 sided shape?

Each interior angles measures 165 degrees


What is the interior angle of a regular 24 sided shape?

The formula for finding the interior angle of any shape is: [180*(n-2)]/n, with n being the number of sides you have.In your case, you have a 24-gon. Plug it in for your n, and you have[180*(24-2)]/24 -> [180*22]/24 -> 3960/24 -> 165So the interior angle would be 165o.


What is the measure of the interier angles 24 sided shape?

The interior angles of a 24 sided shape add up to 3960 degrees


How do you calculate the interior angles on a 24 sided shape?

The sum of the interior angles of a 24 sided shape is 180*(24 - 2) = 180*22 = 3960 degrees. If all the angles of the shape are equal then each one is 3960/24 = 165 degrees.


What is the measure of each interior angle in a regular 15 sided polygon?

360/15 = 24 degrees. Each interior angle is 180 - 24 = 156 degrees.


What is the sum of the interior angle of a regular 24 sided polygon?

(24-2)*180 = 3960 degrees


What is the interior angle of a twenty-four-sided polygon?

If the polygon is regular, the measure of one interior angle of a 24 side polygon is 165 degrees.


What is the measure of each angle of a regular 15-sided polygon?

Exterior angle: 24 degrees Interior angle: 156 degrees


What is the sum of the interior angles in a 24 sided shape?

The sum of the interior angles of a polygon is 2n - 4 right angles, where n is the number of sides. For a 24 sided shape this gives (2 x 24) - 4 = 44 right angles = 3960°.


What do the interior angles add up to on a 24 sided shape?

They add up to 3960 degrees


What is the size of one interior angle of a 24-sided polygon?

24-side equilateral polygon has interior is of 165 degree. For n-sided equilateral polygon have interior of (n-2)*180/n degree. check it for n=3,4,5,6 and verify yourself.