case, we have a pair of composition functions working on the
x-coodinate. We resolve this by factoring of the middle terms into f (2x-10) + 3 = f [2 (x-5) ] + 3. In
this case, we apply the transformation that is furthest in the middle,
which happens to be x+5.
This results in a shift of 5 units right.
Now we apply the change in the x co-ordinate scaling by compressing the graph by 2.
The shape of the curve has changed.
|We apply the last transformation, which is the + 3 that occurs after the function. This shifts the graph a total of 3 units upward|
|Here is another comparison of the original graph with the new one.|