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{{ printedBook.courseTrack.name }} {{ printedBook.name }} Two triangles are congruent if their corresponding parts are congruent. Consider the given diagram.

We can see that $SQ=5.$ However, none of the sides of $△TUV$ has a measure of $5.$ $TU=8,UV=9andVT=4 $ Therefore, $SQ $ is not congruent to any of the sides of $△TUV.$ This implies that the given triangles areNote that it is enough to show that only one side or angle is not congruent to a side or angle on the second polygon to show that there is not congruence between polygons.