Q: What has 16 letters and 3 spaces?

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no disturb or go away plz (im assuming spaces count as letters)

There are 16 ways that four cars can be parked in a row of four parking spaces. You would multiply the number of cars by the number of spaces.

16% of 3= 16% * 3= 0.16 * 3= 0.48

It is impossible to know without more information. Huw many letters in the plate? How many times is Q allowed, IE can it be repeated? Lets say there are 3 numbers and 3 letters on the plate. If all letters are used in all 3 spaces with repeats allowed tbut maybe the beginning number cannot be zero, then 1x25x25x9x10x10 + 25x1x25x9x10x10 + 25x25x1x9x10x10 + 1x1x25x900 +1x25x1x900 + 25x1x1x900 + 1x1x1x900 = 562500x3 + 22500x3 + 900 = 1,755,900 possible plates with at least 1 Q

3 and 3/16 + 10/16 = 3 and 13/16

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The maximum is sixteen letters including any spaces

text

Ιωαννης γ : ιστ 3 is γ 10 is i 6 is στ

You have 3 letters to be put into 3 spaces. You have 3 ways of choosing the first letter followed by only 2 ways of choosing the second, leaving only 1 way to place the third. So the number of ways of arranging the 3 letters is 3 x 2 x 1 = 6