DerionaR208719 DerionaR208719
  • 25-10-2022
  • Mathematics
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How many different arrangements of letters can be formed if the letter must be repeats of letters are allowed?

How many different arrangements of letters can be formed if the letter must be repeats of letters are allowed class=

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GeorgiosC276980 GeorgiosC276980
  • 25-10-2022

Solution:

There is 2 possibility for the first letter from the left.

Then there are 2 possibilities for the second letter. Then and so on till the 5-th letter.

In this way, you will get

[tex]2^{5\text{ }}=32[/tex]

Each is unique, and each is achievable in this way.

There are no other arrangements. So that, we can conclude that the correct answer is:

[tex]32[/tex]

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