Question

the steps shown can be used to prove that the medians of a triangle meet at a point. which is the final step to complete the proof? 1. define segments bd and ce as medians of triangle abc. 2. write linear equations for bd and ce. 3. use a system of linear equations to solve for the

Explanation:

To prove medians meet at a point, after finding intersection of BD and CE (step 3), the final step is showing the third median AF also intersects at that point, i.e., concurrent with BD and CE.

Answer:

Show that $\overline{AF}$ is concurrent with $\overline{BD}$ and $\overline{CE}$.