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First letter can be either of 2 letters. For each of those . . .

Second letter can be any one of 26. For each of those . . .

Third letter can be any one of 26. For each of those . . .

Fourth letter can be any one of 26.

Total possibilities = (2 x 26 x 26 x 26) = 35,152.

Note:

Many radio stations have three-letter call signs instead of four, so 'blank' is just

one more possibility for the fourth letter, and the total possible 3- or 4-letter

call signs is

(2 x 26 x 26 x 27) = 36,504 .

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12y ago
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Wiki User

11y ago

If there are 26 letters and 3 random ones are picked there are a total of

26^3 combinations.

26^3=17576

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Q: How many different radio call letters beginning with K and consisting of four letters be assigned to radio stations?
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