F (x) = 7x g (x) = 7x + 6 Which statement about f (x) and its translation, g (x), is true?

The graph of the function g (x) is the same as the graph of the function f (x) after a translation up of 7 units.

The general rule is the following:

Suppose given a function f (x) and another function g (x) defined as:

g (x) = f (x) + a, wherein a is a constant. Then the graph of g is the translation up of "a" unit of the graph of f.