find the interior angle of a regular polygon with 4 sides
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Answer:
Add the two known angles of the quadrilateral with the new angle. For example if your quadrilateral had the angles 45, 40, and 115 degrees, you would get a sum of 200 degrees (45 + 40 + 115 = 200). Subtract the sum of the three angles from 360, to get the final angle.
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Step-by-step explanation:
interior angle Formula = ( 2n -4 ) *90 degree
- (2*4 - 4 ) * 90 degree
- ( 8 - 4 ) * 90 degree
- 4 * 90 degree
- 360 degree
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