Choose the correct option.

A software engineer creates a LAN game where an 8-digit code made up of the numbers 1, 2, 3, 4, 5, 6, 7, 8 has to be decided on as a universal code. How many options does he have if each number has to be used and no number can be repeated?



Answer :

Final answer:

The LAN game's 8-digit code has 40,320 possible options with each number used once and no repetitions.


Explanation:

The number of possibilities for the 8-digit code in the LAN game can be calculated using permutations.

Each number must be used once, and no repetition is allowed.

Therefore, the number of options available is 8! = 40,320 possibilities.


Learn more about Permutations and Combinations here:

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