Question 850606
To graph the function g(x) = (1/12)(sqrtx-3) + 10, start with the graph of f(x) = (sqrtx) and then make which of the following changes?


A. Shift the graph of f left by 10 units.
B. Shift the graph of f right by 10 units.
<font size=4 color="purple">C. Shift the graph of f up by 10 units.</font> (because of the +10 tacked on at the end)
D. Shift the graph of f down by 10 units.
E. Shift the graph of f left by (1/12), unit.
F. Shift the graph of f right by (1/12), unit.
G. Shift the graph of f up by (1/12), unit.
H. Shift the graph of f down by (1/12), unit.
I. Shift the graph of f left by 3 units.
<font size=4 color="blue">J. Shift the graph of f right by 3 units.</font> (because of the x-3 in the radicand)
K. Shift the graph of f up by 3 units.
L. Shift the graph of f down by 3 units.
M. Reflect the graph of f over the x-axis.
N. Reflect the graph of f over the y-axis.
O. Stretch the graph of f vertically.
<font size=4 color="red">P. Shrink the graph of f vertically.</font> (because of the 1/12)
Q. Stretch the graph of f horizontally.
R. Shrink the graph of f horizontally. 



Side Note: 


The order in which the transformations are applied is:  <font size=4 color="red">P</font>, <font size=4 color="blue">J</font>, <font size=4 color="purple">C</font>