Let be the function whose graph is given in the upper-left in the figure. Find formulas, in terms of , for the horizontal and vertical shifts of the graph of in parts (a)-(c) and determine the equation of each asymptote. Note only vertical and horizontal shifts have been applied to the graph of (no reflections, compressions, or stretches), so your formulas should be of the form where and are constants you determine from each graph.

(a) Using shifts of , graph A can be written as
with an asymptote at

(b) Using shifts of , graph B can be written as
with an asymptote at

(c) Using shifts of , graph C can be written as
with an asymptote at
 
 
  A
 
B   C

You can earn partial credit on this problem.