How many number combinations are there for numbers 1-64, in sequences of 8 numbers??

Question

like 12345678, 12345671...etc

Please give me a website that gives all of them....

Answer 1

I'm just a simple, uneducated guy with logic skills. To figure out how many possible combinations there are of anything, you lay out a slot for each possible number position in the series and then mutiply them all together. In your example there are 64 possibilities in each of 8 slots, therefore:

64x64x64x64x64x64x64x64 (This is assuming a number may occur multiple times in a single draw, as you showed above.)

If a number can only appear once in a draw, the number of possibilities would be:

64x63x62x61x60x59x58x57

As was already stated, the number of combinations are, um, staggering.

Answer 2

I'm a little confused. Do you mean the digits 1-9, in combos of 8?

It would be 9 P 8, which is a different formula all together. 8! is 8*7*6*...

Ok... just looked it up... ther permutation formula is (n!)/(n - r)! That means 9!/(9-8)! = 9!/1! = 9! =362880... if it is 64, then it would be 64!/(64-8)! = 64!/56! = some big number... you can do it!

Answer 3

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Hope i helped

Jon

Answer 4

8 factorial (8!)

Answer 5

Here is the answer. 9,223,372,036,854,775,808. All this other stuff is B.S. We wanted the answer, not the explanation!

Answer 6

www.playwithnumbers.com