SOLUTION: Prove that Triangle ABC is congruent to Triangle MNC Triangle MNC is located within Triangle ABC and Line MN is the midsegment They are isosceles triangles.

SOLUTION: Prove that Triangle ABC is congruent to Triangle MNC Triangle MNC is located within Triangle ABC and Line MN is the midsegment They are isosceles triangles.

Algebra.Com

Question 1183235: Prove that Triangle ABC is congruent to Triangle MNC
Triangle MNC is located within Triangle ABC and Line MN is the midsegment
They are isosceles triangles.
Answer by ikleyn(52858) (Show Source): You can put this solution on YOUR website!
.

The statement in your post is INCORRECT.

These triangles are not congruent.

They are similar, instead.

RELATED QUESTIONS
Consider Triangle ABC. A circle k passes through points A and B and intersects CA and CB... (answered by math_helper)

prove that triangle ABC is congruent to triangle... (answered by richard1234)

line DB bisects < ADC and line BD bisects < ABC Prove: triangle ABD is congruent to... (answered by Alan3354,Edwin McCravy)

given that triangle abc is an isosceles triangle with base of line segment bc and line... (answered by greenestamps)

B is the midpoint of line segment AD and line segment CE prove: triangle ABC is... (answered by math_helper)

given: congruent triangle abc and congruetnt triangle edc, c is the midpoint of line bd... (answered by richwmiller)

A square ABCD, there is a diagonal line from A to c. M is the midpoint of side AD and MN (answered by Boreal)

prove triangle abc is isosceles... (answered by Fombitz)

Given: triangle ABC is isosceles, DA is congruent to EC. Prove: triangle BDE is isosceles (answered by ikleyn)