Two triangles share sides of 5 cm and 13 cm with an angle of $75^\circ$ between them in both figures. What can be concluded about the two triangles?

They are similar but not necessarily congruent.

They cannot be compared without the third side.

They are congruent only if the third sides are also equal.

You are given two sides of a triangle measuring 8 cm and 10 cm, and an angle of $40^\circ$ that is NOT between those two sides. What is a possible outcome when constructing the triangle?

Exactly one unique triangle is always formed.

No triangle can ever be formed.

More than one triangle may be formed.

The triangle is always a right triangle.