Find Perimeter of Rhombus from Diagonals | Geometry
Find Perimeter of Rhombus from Diagonals | Geometry

Question

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LMNO is a parallelogram and LMXY is a square. Then, ΔYLO and ΔXMN are:

Answer (Detailed Solution Below)

Detailed Solution

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In parallelogram LMNO, LO and MN are equal since they are the parallel sides. In square LMXY, XM is equal to YL.

Now, YL = XM and LO = MN, ∠YLO and ∠XMN are equal.

Thus, from SAS that is side angle side theorem, both triangles YLO and XMN are congruent and similar both.

Last updated on Jun 23, 2023

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