Well, isn't this a license to thrill? Let's do some math that doesn't require a driving test!
For the first letter of the license plate, you have 26 options (from A to Z).
Once the first letter is chosen, you have 25 options left for the second letter.
For the first digit, you have 10 options (from 0 to 9).
After the first digit is chosen, you have 9 options left for the second digit.
Finally, for the third and last digit, you have 8 options left.
To determine the total number of license plates possible, you need to multiply all these options together:
26 options × 25 options × 10 options × 9 options × 8 options = 468,000 possible license plates.
So, my friend, there you have it! With no repetition allowed, you could have 468,000 different license plates to choose from. That's more license plates than there are clowns at a circus!