Question 231867
(NOTE: This includes a correction to my earlier solution. My earlier solution overlooked the "minus" in -4. The translation, therefore is down, not up!)<br>
In general,<ul><li>if f(x) = g(x-h), then the graph of g is the graph of f translated h units to the right. And since (x+h) = (x-(-h)), g(x+h) is translated  k units to the left.</li><li>If f(x) = g(x) + k, then the graph of g is the graph of f translated k units up. And g(x) - k is translated k units down.</li><li>These effects are independent of each other. So if f(x) = g(x-h) + k is translated h units to the right and k unit up.</li></ul>
So the graph of {{{root(3, x+2) -4}}} will be the graph of {{{root(3, x)}}} translated 2 units to the left and 4 units down. (D)