Begin by graphing the absolute value function fx x Then use
     Begin by graphing the absolute value function, f(x) = [x], Then use transformation of this graph the give function h(x) = [x+4]. What transformation are needed in order to obtain the graph of h(x) from the graph of l(x)? Select all that apply.  A. Reflection about the x-axis  B. Horizontal translation  C. vertical stretch/shrink  D. Reflection about the y-axis.  E. Vertical transition  F. Horizontal stretch/shrink  Choose the correct graph of h(x)=|x+4| below. A.  B.  click to select your answer![Begin by graphing the absolute value function, f(x) = [x], Then use transformation of this graph the give function h(x) = [x+4]. What transformation are needed  Begin by graphing the absolute value function, f(x) = [x], Then use transformation of this graph the give function h(x) = [x+4]. What transformation are needed](/WebImages/41/begin-by-graphing-the-absolute-value-function-fx-x-then-use-1127424-1761601500-0.webp) 
  
  Solution
We can find the graph of |x+4| from |x| by horizontal shifting the graph 4 units to left
Correct figure is (B)
![Begin by graphing the absolute value function, f(x) = [x], Then use transformation of this graph the give function h(x) = [x+4]. What transformation are needed  Begin by graphing the absolute value function, f(x) = [x], Then use transformation of this graph the give function h(x) = [x+4]. What transformation are needed](/WebImages/41/begin-by-graphing-the-absolute-value-function-fx-x-then-use-1127424-1761601500-0.webp)
