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Mix as many combinations as possible. Here is one example: f_@mW^1O3+
Assuming each "digit" actually has 10 different states, there are one million combinations possible in a six-digit combination lock. However, many combination lock designs actually have fewer than 10 different states per "digit", resulting in far fewer actual combinations on such locks.
Any combination of 5 students leaves one student out. Since there are 5 possible students to leave out, the number of combinations of all but one student is 5.
It depends on how many numbers make one combination.Here are the possibilities for combinations of several different sizes:Numbers in the combinationPossible combinations1 . . . . . 322 . . . . . 4963 . . . . . 4,9604 . . . . . 35,9605 . . . . . 194,4326 . . . . . 906,1927 . . . . . 3,365,8568 . . . . . 10,518,300
There are 72 permutations of two dice and one coin.