Without having the graphs to view, it is difficult to accurately describe which graph demonstrates the relationship between the two functions. However, if we analyze the functions themselves, we can see that f(x)=x√ has been shifted up by 3 units to form f(x)=x√+3. This means that the graph of f(x)=x√+3 will be the same as f(x)=x√, but shifted up by 3 units. Therefore, the correct graph would be the graph of f(x)=x√ shifted up by 3 units.
