SOLUTION: Prove: If a/b, then a/(bc)
This is a proof that you would have to prove through steps. First give the steps then the reason. For example, Reflexive property, Definition of Divides
Algebra ->
Geometry-proofs
-> SOLUTION: Prove: If a/b, then a/(bc)
This is a proof that you would have to prove through steps. First give the steps then the reason. For example, Reflexive property, Definition of Divides
Log On
Question 256584: Prove: If a/b, then a/(bc)
This is a proof that you would have to prove through steps. First give the steps then the reason. For example, Reflexive property, Definition of Divides and others. Please Explain THOROUGHLY!!!! Answer by richwmiller(17219) (Show Source):
You can put this solution on YOUR website! Where did c come from in a/b and a/bc?
Is there a drawing with this?
Please tell us the problem thoroughly!
