Triangle ABC is congruent to triangle DEF. Which side matches side BC?
Two triangles have all three pairs of sides equal in length. Which congruence criterion applies?
In triangle ABC, side a is the side opposite angle A.
Circle one: True False
Triangle PQR has angle P = 40 degrees, angle Q = 70 degrees, and side PQ = 6 cm. Triangle XYZ has angle X = 40 degrees, angle Y = 70 degrees, and side XY = 6 cm. Which criterion proves they are congruent?
A triangle has a right angle. Which criterion checks the hypotenuse and one other side to prove it congruent to another right triangle?
For SAS, how many sides need to match exactly (not counting the angle)?
Zara says: triangle ABC and triangle DEF each have a 60 degree angle and their other two angles match too, so the triangles must be congruent. Is Zara correct?
A triangle has sides 5 cm and 8 cm, and a 40 degree angle that is not between those two sides. Does this fix exactly one possible triangle?