Which pair of triangles can be proven congruent by SAS? Correct Answer: Look for two sides marked congruent and the angle between those two sides marked congruent. That’s the key part of SAS—the angle has to be included. The correct pair is the third pair (the small triangles in the center).In that pair: One side in each triangle has a single tick (congruent), Another side has double ticks (congruent), The angle marking is at the vertex where those two sides meet. Because the marked angle is between the two marked sides, the triangles can be proven congruent by SAS. Need Read More …

Which of these Triangle Pairs can be Mapped to Each Other Using a Single Translation? A. Triangles CNE and CED are congruent. Triangle CNE is reflected across a line and then rotated slightly to form triangle CED. B. Triangles CED and CNP are congruent. Triangle CED is rotated about point C and then reflected across a line to form triangle CNP. C. Triangles CED and MPN are congruent. Triangle CED is shifted to the right to form triangle MPN. D. Triangles CED and MDP are congruent. Triangle MDP is rotated and shifted up to form triangle CED. Correct Answer: C. Read More …