The consecutive angles are supplementary.Also, the opposite sides are parallel and congruent.The opposite angles of a parallelogram are congruent.Properties of ParallelogramĬheck the below properties of a parallelogram and solve the related problems easily by applying the same. Furthermore, the sum of the interior angles is 360 degrees. When you add the same side of the transversal angles, you can get 180 degrees. Its opposite interior angles always equal and the angles on the same side of the transversal are always supplementary with each other. Also, the interior angles of the parallelogram should always equal. All the parallel sides of the Parallelogram are equal in length. It consists of four sides and two pairs of parallel sides. Shape of ParallelogramĪ parallelogram shape is a two-dimensional shape. Similarly, ∠B & ∠C are supplementary angles. Because ∠A & ∠D are interior angles present on the same side of the transversal. Also, CD = AB and BC = AD.Īlso, ∠A & ∠D are supplementary angles. Or else, if a parallelogram has one parallel side and the other two sides are non-parallel, then it treats as a trapezium.įrom the above figure, ABCD is a parallelogram, where CD || AB and BC || AD. If in case, the sides of the parallelogram become equal, then it treats as a rhombus. The sum of all the interior angles becomes 360 degrees in a parallelogram.Ī rectangle and square also consist of similar properties of a parallelogram. The interior angles of the parallelogram on the same side of the transversal are supplementary.
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