Question

Complete the following proof.

Prove: In an isosceles triangle two medians are equal.

Answer 1

@rational can you help me with this one please.

Answer 2

For the midpoint of segment AB, you need to add the x-coordinates of points A and B, and divide by 2.
Then add the y-coordinates of points A and B and divide by 2.

Answer 3

this is what I have so far am I doing it right? @mathstudent55

Answer 4

Midpoint of AB:
\( \left( \dfrac{0 + 2a}{2}, \dfrac{0 + 0}{2} \right) = \left( \dfrac{2a}{2}, \dfrac{0}{2} \right)
= (a, 0)\)

Answer 5

x-coordinate of point C: a

Answer 6

Your N is correct.

Answer 7

Your M is incorrect bec you dind't get what the figure shows.

Answer 8

I figured it out and passed my lesson thanks though! could you help me with a different one instead please? @mathstudent55

Answer 9

ok
pls start a new post