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Answer:

6 760 000

Step-by-step explanation:

1. we have 26 choices for each letter then 26² choices for choosing two letters

2. the same with digits, 10³ choices for choosing three digits

3. for order between letters and digits we have 5C2 choices

  • info : 5C2 = 10

4. finally, 5C2×26^2×10^(3) = 6 760 000 possible different passwords

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:)      

Answer:

6,760,000

Step-by-step explanation:

There are 5 characters, 3 numbers and 2 alphabets

Let's see in how many ways can this be done:

5!/(2!×3!) = 10

For 3 of the positions, we have 10 options each: 10³

For 2 of thr positions, we have 26 options each: 26²

Final answer:

10³ × 26² × 10

6,760,000

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