Which number contains the digits "Four", "Eight", and "One Nine"?

The question asks to identify which number contains the digits "Four", "Eight", and "One Nine".
This means the number should contain:

• The digit '4'
• The digit '8'
• The digit '9' (appearing exactly once)

Let's examine each option:

• A. 88889

  • Contains four '8's and one '9'.
  • Does not contain the digit '4'.

• B. 4819

  • Contains one '4', one '8', one '1', and one '9'.
  • It has a '4', an '8', and one '9', but also an extra digit '1'.

• C. 88819

  • Contains three '8's, one '1', and one '9'.
  • Does not contain the digit '4'.

• D. 489

  • Contains one '4', one '8', and one '9'.
  • This option perfectly matches the description, containing exactly one of each specified digit and no other digits.

Comparing the options, option D is the most precise match for the description.

The final answer is $\boxed{\text{D}}$