8. You can prove that two triangles are congruent by the following reasons EXCEPT
A. SSS
8. SAS C. CPCTC D. LL Congruence Theorem
9. If the two corresponding sides and the included angle of the two triangles are congruent then the
triangles are congruent by what reason?
A ASA Postulate B. SAS Postulate C. SSS Postulate D. HYL Congruence Theorem
10. An object (a line, a ray, or line segment) that cuts another object (an angle, a line segment) into two
equal parts.
A. Angle bisector B. Perpendicular C. Bisector D. Perpendicular bisector
11. A ray or a line segment that bisects one of the vertex angles of a triangle forming two congruent
angles.
A. Angle bisector B. Perpendicular C. Bisector D. Perpendicular bisector
12. A line segment that aside from splitting another segment into two equal parts, it also forms a right
angle (90° or 90 degrees) with the said segment.
A. Angle bisector B. Perpendicular C. Bisector D. Perpendicular bisector
13. States that a point is on the perpendicular bisector of a segment if and only if it is equidistant from
the endpoints of the segment.
A. Perpendicular bisector theorem B. Perpendicular C. Bisector D. Perpendicular bisector​