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If you were given one of the non-included angles, C\angle C or B\angle B, instead of A\angle A, do you think everyone in your class would have constructed an identical triangle?

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If we were given one of the non-included angles,B\angle B or C\angle C,instead of A\angle A, not everyone would have constructed an identical triangle.

There is no theorem that supports congruence with given conditions.

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