SOLUTION: This is a two column proof. I have no idea how to solve proofs. Please help! Given: AC=EC; B is the midpoint of line AC; D is the midpoint of line EC. Prove: BC=DC

Question 475809: This is a two column proof. I have no idea how to solve proofs. Please help!
Given: AC=EC; B is the midpoint of line AC; D is the midpoint of line EC.
Prove: BC=DC
Answer by richard1234(7193) (Show Source): You can put this solution on YOUR website!

We have AC = EC, and B is the midpoint of AC, D is the midpoint of EC. Hence we can say that BC = AC/2. Similarly, DC = EC/2. We now know that BC = DC because AC/2 = EC/2 (taken from our first equation).
RELATED QUESTIONS
I need help solving this proof. Given: D is the midpoint of AB; E is the midpoint of AC (answered by richard1234)

Ok, this one is killing me, I guess I just can't wrap my head around it. Tired of trying (answered by jim_thompson5910,mananth)

Given: x is midpoint of line BD; x is midpoint of line AC Prove: triangle DXC is... (answered by )

Please help me with this problem of proof, given: BD parralel to AC, D is the midpoint of (answered by ikleyn)

Given: E is the midpoint of segment AC. Prove: AE=EC? it's not a 2 step proof (answered by richard1234)

Could you please help me solve this geometric proof? I am trying to understand it, but I (answered by richard1234)

Can you please provide a two column proof with this information, thank you! Given: C is... (answered by advanced_Learner)

I have a problem that I'm stuck in can you help me solve it? Please show your work so I... (answered by stanbon,drk)

how do you solve a two column proof that says the following: Given: segment AB is... (answered by solver91311)