Question

Select the correct answer from each drop-down menu. Given: is the perpendicular bisector of . Prove: a diagram of the triangle amb. n is the midpoint of the base ab. a double-sided arrow line connects mn. Complete the proof. Statements Reasons is the perpendicular bisector of . Given n is the midpoint of . Definition of a perpendicular bisector Definition of a midpoint and are . Definition of a perpendicular bisector All right angles are congruent. Reflexive property of congruence SAS CPCTC

Answer 1

To prove that mn is the perpendicular bisector of ab, we can use the given information and the definitions of a perpendicular bisector and a midpoint.

Step-by-step explanation:

To prove that mn is the perpendicular bisector of ab, we can use the following statements and reasons:

1. Given: mn is the perpendicular bisector of ab
2. Definition of a perpendicular bisector
3. Given: n is the midpoint of ab
4. Definition of a midpoint
5. Definition of a perpendicular bisector

Therefore, the proof is complete.