Determine (if possible) the similarity postulate that proves the following two triangles are similar:

Question

a2linetagadaW 2021-07-30 Answered

SAS similarity postulate
AA similarity postulate
SSS similarity postulate
These triangles are not similar

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Expert Answer

Clara Reese

Answered 2021-07-31 Author has 120 answers

In the given triangles

△ T V W

&

△ X Y Z

.

m ∠ V W T \tilde{=} m ∠ Y Z X \tilde{=} 65^{\circ}

The ratio of corresponding sides of triangles.

\frac{\overset{―}{V W}}{\overset{―}{Y Z}} = \frac{7}{5}

\frac{\overset{―}{T W}}{\overset{―}{X Z}} = \frac{9}{11}

∵ \frac{\overset{―}{V W}}{\overset{―}{Y Z}} \neq q \frac{\overset{―}{T W}}{\overset{―}{X Z}}

∵

ratio of corresponding sides are not equal, hence triangles are not similar.

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