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Geometry: Section 4.3: Using congruent triangles

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What does the abbreviation "CPCTC" stand for?corresponding parts of congruent triangles are congruent
When is a plane perpendicular to a line?, A plane is perpendicular to a line if and only if every line in the plane that intersects the given line is perpendicular to it.
Given line AB=line DE, line AC = line DF, and <A=<D. Prove that triangle BAC=triangle EDF. Which congruent triangle postulate would you use?, Postulate 13: SAS
given <M=<R, <N=<S, line MN=line RS. Prove that line MP=line RP. Which congruent triangle postulate would you use?, Postulate 14: ASA
Given: line AC=EC, line BC=line DC, prove triangle ABC=triangle EDC. What congruent triangle postulate would you use?, Postulate 13: SAS and vertical angles.
Given line AC bisects <BCD, line BC=line DC, <B=<D. Prove triangle ABC=triangle ADC. What congruent triangle postulate would you use?, Postulate 14: ASA


Lovett

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