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The license plates in Coolsville consist of two letters followed by three digits from 0 - 9,

such as AA012. Repeats are allowed. How many different plates are possible?

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Answer:

676,000 different plates

Step-by-step explanation:

First alphabet = A - Z = 26 alphabets

Second alphabet = A - Z = 26 alphabets

Possible pairs = 26 * 26 = 676

3 digits:

Digits = (0 - 9) = 10

1st = 10

2nd = 10

3rd = 10

Possibilities = 10^3 = 1000

Total different possible number plates :

1000 * 676 = 676,000

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