Assume that f(3) = 4. Name a point that must be on the graph of y= (5 + f(2x/3))/11$.
We know that f(3) = 4, so we want the inside of f(2x/3) to equal 3. We notice that when we have x=9/2, then we have y=5+f(3)11=5+411.
This is easily solvable, so we get y=9/11.
This means that the point (9/2, 9/11) has to be on the line.
Thanks!