Final answer:
The transformations for the function y=(4)/(x+3)+2 are a vertical stretch/compression, a horizontal shift, and a vertical shift.
Step-by-step explanation:
The given function is y=(4)/(x+3)+2. In order to find the transformations of this function, we can rewrite it in the form y=a*f(x-h)+k, where a is the vertical stretch/compression factor, h is the horizontal shift, and k is the vertical shift.
Comparing the given function with the general form, we see that a=1, h=-3, and k=2. Therefore, the transformations for the function y=(4)/(x+3)+2 are a vertical stretch/compression with a factor of 1, a horizontal shift to the left by 3 units, and a vertical shift upwards by 2 units.