![]() Now, let us read about the other properties of different quadrilaterals in detail. The sum of the interior angles of quadrilaterals is 360°.Though, there are some properties that are common to all quadrilaterals. Therefore, the angles of the quadrilateral are 82°, 98°, 79°, and 101°.Each of the quadrilaterals discussed above has its own properties. The total sum of interior angles of in a quadrilateral = 360° The interior angles of a quadrilateral are 82°, (25x – 2) °, (20x – 1) ° and (25x + 1) °. Calculate the value of x.īy a property of quadrilaterals (Sum of interior angles = 360°), we have,Īnd the angles of the quadrilaterals are 70°, 80°, 140°, and 70°. The interior angles of an irregular quadrilateral are x°, 80°, 2x°, and 70°. ![]() Let’s work on a few example problems about quadrilaterals. For example, crossed trapezoid, crossed rectangle, crossed square, etc. There is another less common type of quadrilaterals, called complex quadrilaterals.
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