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GeoGebra Lesson

AAS - Two congruent angles and a side NOT in-between them - Ferris

Autor:Mr. F

Each triangle has two congruent angles and one side NOT between them

How many triangles can you make?

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We started with two pairs of congruent angles and a congruent side NOT between them. If we could only make one unique triangle witht these measurements, what does that say about both triangles above?

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A
they are always congruent
B
they are sometimes congruent but not always
C
they are never congruent

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What other method for proving triangle congruence do we have that is super similar to AAS?

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If we know two angles, can we find the third?

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