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Congruent Triangles Can given numbers make a triangle? Can a different triangle be formed with the same information? Conditions for Unique Triangles ASA two angles must sum to less than 180º SSS AAS two angles must sum to less than 180º SAS two shortest sides are longer than the third side Any set of data that fits these conditions will result in one unique triangle. Ambiguous Triangle Case (aka the ‘bad’ word) b a A This diagram is deceiving -- side-side-angle data may result in two different triangles. SSA Side a is given but it might be possible to ‘swing’ it to either of two positions depending on the other given values. An acute or an obtuse triangle may be possible.