Question 312244
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Two triangles are congruent IF Side-Side-Side, Side-Angle-Side, Angle-Side-Angle, or Angle-Angle-Side are congruent.

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<th>Step</th>
<th>Reason</th>
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<td width="50%">Given information</td><td>Given</td>
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<td width="50%">Something that leads to the conclusion that two  of the sides or two of the angles previously unrelated are, in fact, congruent</td><td>Theorem or Postulate that proves this step.</td>
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<td width="50%">Something that leads to the conclusion that a different pair of sides or angles previously unrelated are, in fact, congruent</td><td>Theorem or Postulate that proves this step.</td>
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<td width="50%">Keep doing this until you have shown an SSS, SAS, ASA, or AAS relationship exists, at which point state that the triangles are congruent</td><td>correct Triangle Congruence Theorem that proves this step.</td>
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<td width="50%">Q.E.D.</td><td></td>
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John
*[tex \LARGE e^{i\pi} + 1 = 0]
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