Re: [Tutor] Binary tree expressions

2015-08-19 Thread Quiles, Stephanie
Yes I got the exact same thing. I figured it out once I sent the email. It is easier to start the tree from the bottom and work your way up than the way I was doing it which was from the top down. Thanks for your reply Alex, it was still helpful to get someone else's interpretation Stephanie

[Tutor] Binary tree expressions

2015-08-18 Thread Quiles, Stephanie
Hello! Not sure if anyone can help me with these or not but here it goes... I have to draw an expression tree for the following (a+b)*c-(d-e). I believe that the last move would go first in the tree so in this case you would subtract c after computing what d-e was. So my tree would start out