f (x) = |x| and g (x) = |x| + 3 The translation applied to get the graph of g (x) from the graph of f (x) is.

Answer: Vertical translation of 3 units.

Step-by-step explanation:

Since when a function translated k units vertically then, then the new function becomes H (x) = h (x) + k.

We are given that f (x) = |x| and g (x) = |x| + 3.

That means the graph of f (x) is translated by 3 units vertically.

Hence, the translation applied to get the graph of g (x) from the graph of f (x) is "Vertical translation of 3 units."

Furthermore it can be seen by the graph below.

a vertical translation of 3 units upward