Reflection#1: verifying triq function

24. Verifying is basically like a proof in geometry. You have to prove that the answer is proven true by solving. The differences between verifying identities and proof is that we have to use the identities to prove that something is true. 

25. Some tips and trick I think is help ful include listing all the steps and go through it one by one when you don't know where to start. Also it is important to do it carefully and not make simple mistake such as distributing negative.

26. The first step into verifying a triq function is to look at the problem that they give you. For example,You can tell if you have to foil if the function has a parenthesis. Another would be if you have a fraction. You can find the common denominator and solve. From there you have to use the identity and the basic rule of math to verify your function. The big key here is substitution. You have to use identity to prove/solve the triq function in order to simplify it to 1 function.