1. The problem statement, all variables and given/known data Graph f(x) sketch the specified reflection image. State domain/range a) the reflection of f(x) = [sqrt]x+2 on the y axis (horizontal shift of 2 to the left) 2. Relevant equations y=[sqrt]x 3. The attempt at a solution I graphed it properly , made a table of values and changed the x values into negetive values since its a reflection on the y axis. The graph starts at -2 on the x axis and goes out to the left. -2,0 being the vertex It also says state the domain and range. The graph starts at -3 and goes out to the left ( values becoming more and more negetive) I wrote down x < -2 for the domain, but somehow thats wrong. The book says x> -2 . http://i51.tinypic.com/xaovom.jpg Graph provided, i have messy writing , i know but look at the graph and instruct meo n what to do. I dont get how its Greater than -2, thats not possible..