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Hi
What is this formula called 2^n which is used to find number of distinct combinations? Does this have anything to with permutation? Please help me with this. Thanks.
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hi jackson6612,
This sounds a bit like how many different ways can a set of n coins come down if order matters.
eg HTHHTHHHTH; HHHHHHHHHH; HHHHHHHTTT etc. In this case n = 10 and there 1024 different orderings of Hs and Ts.
It doesn't have to be coins either any binary situation would be the same
eg { EVEN ODD EVEN ODD ODD ODD } ; { ODD ODD ODD ODD ODD ODD } and so on.
As order matters it's a permutation problem rather than combination.
In my first example with coins and n = 10 there are only these possiblities if order doesn't matter
10H; 9H1T; 8H2T; 7H3T; 6H4T; 5H5T; 4H6T; 3H7T; 2H8T; 1H9T; 10T.
Is that what you were after?
Bob
Children are not defined by school ...........The Fonz
You cannot teach a man anything; you can only help him find it within himself..........Galileo Galilei
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