The figure below shows two pairs of congruent triangles. ΔBRO ΔPAT.
This is further explained below.
Generally, It is stated that two triangles are congruent with one another if the lengths of all three sides that correspond to one another are the same and the angle measures of all three angles that connect to one another are the same degree.
It is feasible to get a look that is like this one by sliding, rotating, flipping, and twisting these triangles.
In the event that the positions were exchanged, they would run into each other.
In conclusion, Triangles are said to be congruent with one another when two of one triangle's sides as well as the included angle are equivalent to the corresponding sides and angle of another triangle.
Congruence is distinguished by three distinct features. These properties are known as the reflexive property, the symmetric property, and the transitive property, respectively.
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