[size=200]Use this applet to investigate different *POSSIBLE* triangle congruence postulates. [br][br]Play around with the applet to investigate whether two DIFFERENT (non-congruent) triangles can be made when we fix certain lengths, or angles. [br][br]Is it possible to make more than one triangle with the given congruent pieces?[/size]

[b][size=200]SSS Case: The same three side lengths[/size][/b]

[b][size=200]SAS Case: Two side lengths and the included angle measure[/size][/b]

[b][size=200]SSA Case: Two side lengths and a corresponding non-included angle measure[/size][/b]

[b][size=200]ASA Case: Two angle measures and the included side length[/size][/b]

[b][size=200]AAS Case: Two angle measures and a corresponding non-included side length[/size][/b]

[size=200][b]AAA Case: Three angle measures[/b][/size]