not necessarily so
You need *two* pairs of corresponding angles to use the AA property to prove similarity.
If you knew they were both right triangles, that would work because you have a pair of congruent right angles. But with what is provided, we don't have enough.
Answer:
No, one pair of congruent angles is insufficient.
One angle is not sufficient to prove that two triangles are similar.
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Answers & Comments
not necessarily so
You need *two* pairs of corresponding angles to use the AA property to prove similarity.
If you knew they were both right triangles, that would work because you have a pair of congruent right angles. But with what is provided, we don't have enough.
Answer:
No, one pair of congruent angles is insufficient.
One angle is not sufficient to prove that two triangles are similar.