1.bulding an object 2.smacking someone with it
3.protection
4.weight lifting
5.breaking an item
6.using it as a stool
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Assuming the 20 are all different, there are 20C11 = 20!/(11!*9!) = 167,960 ways.
The value of 20 is 20. The value of 21 is 21. They can be combined in at least ten different ways that I can think of. Each method will result in a different value.
There are a countless number of ways people use 20. For example, they could be counting 20 nickles in a dollar.
There are 15 504 ways that an instructor may select 5 textbooks from possible 20. The expression to use for this calculation is: 20C5 = 20!/[5!∙(20-5)!] = 15 504 and it reads as: The number of different combinations of 5 entities you can get from a collection of 20 different entities is. where the symbol !, stands for factorial, such that: n! = n∙(n-1)∙(n-2)∙(n-3)∙,,,∙(4)∙(3)∙(2)∙(1) e.g., 5! = 5x4x3x2x1 = 120
The number of permutations of 20 things taken 20 at a time is 20 factorial or 2,432,902,008,176,640,000.