A password contains exactly 5 letters how many passwords are possible if letters cannot be used more than once?

A. 3120

B. 7,893,600

C. 65,780

D. 11,881,376

Question

Mathematics

Rachael Pratt

16 December, 05:23

A password contains exactly 5 letters how many passwords are possible if letters cannot be used more than once?

A. 3120

B. 7,893,600

C. 65,780

D. 11,881,376

+4

Answers (2)

Know the Answer?

Contreras · Answer 1

The first letter can be any one of the 26 in the alphabet.

For each one ...

The 2nd letter can be any one of the remaining 25.

For each one ...

The 3rd letter can be any one of the remaining 24.

For each one ...

The 4th letter can be any one of the remaining 23.

For each one ...

The 5th letter can be any one of the remaining 22.

The total number of possibilities is

(26 · 25 · 24 · 23 · 22) = 7,893,600.

Monserrat Petty · Answer 2

3120 and 65,780 because they don't say the numbers twice. They're trying to trick you by saying letters.

A password contains exactly 5 letters how many passwords are possible if letters cannot be used more than once?A. 3120B. 7,893,600C. 65,780D. 11,881,376

A password contains exactly 5 letters how many passwords are possible if letters cannot be used more than once?

A. 3120

B. 7,893,600

C. 65,780

D. 11,881,376