Draw two triangles that are congruent with the SIDE-SIDE-SIDE Shortcut using real values.

Try to also draw a counterexample of how ANGLE-ANGLE-ANGLE is not congruent.

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Here we have two triangles where all three angles are congruent.

How can these two triangles not be congruent if the angles are congruent to each other?

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Below are 2 triangles that are congruent by the ANGLE-SIDE-ANGLE shortcut.

How do we know that ∡ A and ∡ A' will also be congruent?

Do the congruent angles tell us anything about their corresponding sides?

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