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Which pair of triangles can be proven congruent by SAS?

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01:07

Draw and label two triangles that could be proved congruent by SAS.

01:17

State the three cases for which two triangles are congruent.

02:02

Use SAS to explain why each pair of triangles are congruent.$$\triangle A B D \cong \triangle C D B$$(FIGURE CANT COPY)

00:19

Fill in the blanks.SAS property: If two sides and the ______ between them in one triangle are congruent, respectively, to two sides and the_____ between them in a second triangle, the triangles are congruent.

Transcript

Okay. When we’re talking about triangles and theorems to prove concurrency in this case, specifically when we’re talking about side angle side, the key here is that the angle it has to be between the two sides that are conquering. So if we have congrats side, can government side and then the angle in the middle, then we could say they’re congruent triangles, but if we have an angle not in the middle, that is no longer able…

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