NORA BATTY Posted February 17, 2008 Report Share Posted February 17, 2008 How many 5 digit numbers can you make using the numbers 1,2 and 3 at least once? eg 11123, or 12332 Quote Link to comment Share on other sites More sharing options...
Jubez Fresco Posted February 17, 2008 Report Share Posted February 17, 2008 =| erm, what12332Shut up I'm confused =\ Quote Link to comment Share on other sites More sharing options...
Stig Posted February 17, 2008 Report Share Posted February 17, 2008 5 Quote Link to comment Share on other sites More sharing options...
Stig Posted February 17, 2008 Report Share Posted February 17, 2008 no 6 Quote Link to comment Share on other sites More sharing options...
Skola Posted February 17, 2008 Report Share Posted February 17, 2008 loads Quote Link to comment Share on other sites More sharing options...
BLACK VICTIM Posted February 17, 2008 Report Share Posted February 17, 2008 45 Quote Link to comment Share on other sites More sharing options...
Guest haze-e Posted February 17, 2008 Report Share Posted February 17, 2008 1112311223122131231132121etc etcSome long ting. Quote Link to comment Share on other sites More sharing options...
Lord Have-mercy Posted February 17, 2008 Report Share Posted February 17, 2008 5976 Quote Link to comment Share on other sites More sharing options...
MEIRELES. Posted February 17, 2008 Report Share Posted February 17, 2008 567453 times. Quote Link to comment Share on other sites More sharing options...
Jubez Fresco Posted February 17, 2008 Report Share Posted February 17, 2008 x amount of numbers multiplied by x amounts of integers. Quote Link to comment Share on other sites More sharing options...
Skeletone Posted February 17, 2008 Report Share Posted February 17, 2008 couple mil Quote Link to comment Share on other sites More sharing options...
En Sabah Nur Posted February 17, 2008 Report Share Posted February 17, 2008 not worth it brainteaser got dun 4 fone scams Quote Link to comment Share on other sites More sharing options...
AirMaxKing Posted February 17, 2008 Report Share Posted February 17, 2008 12345 12354 12435 12453 12534 12543 13245 13254 13425 13452 13524 13542 14235 14253 14325 14352 14523 14532 15234 15243 15324 15342 15423 15432 21345 21354 21435 21453 21534 21543 23145 23154 23415 23451 23514 23541 24135 24153 24315 24351 24513 24531 25134 25143 25314 25341 25413 25431 31245 31254 31425 31452 31524 31542 32145 32154 32415 32451 32514 32541 34125 34152 34215 34251 34512 34521 35124 35142 35214 35241 35412 35421 41235 41253 41325 41352 41523 41532 42135 42153 42315 42351 42513 42531 43125 43152 43215 43251 43512 43521 45123 45132 45213 45231 45312 45321 51234 51243 51324 51342 51423 51432 52134 52143 52314 52341 52413 52431 53124 53142 53214 53241 53412 53421 54123 54132 54213 54231 54312 54321EDIOT: Oh nah, i see what you mean now. nevermind Quote Link to comment Share on other sites More sharing options...
BLACK VICTIM Posted February 17, 2008 Report Share Posted February 17, 2008 12345 12354 12435 12453 12534 12543 13245 13254 13425 13452 13524 13542 14235 14253 14325 14352 14523 14532 15234 15243 15324 15342 15423 15432 21345 21354 21435 21453 21534 21543 23145 23154 23415 23451 23514 23541 24135 24153 24315 24351 24513 24531 25134 25143 25314 25341 25413 25431 31245 31254 31425 31452 31524 31542 32145 32154 32415 32451 32514 32541 34125 34152 34215 34251 34512 34521 35124 35142 35214 35241 35412 35421 41235 41253 41325 41352 41523 41532 42135 42153 42315 42351 42513 42531 43125 43152 43215 43251 43512 43521 45123 45132 45213 45231 45312 45321 51234 51243 51324 51342 51423 51432 52134 52143 52314 52341 52413 52431 53124 53142 53214 53241 53412 53421 54123 54132 54213 54231 54312 54321EDIOT: Oh nah, i see what you mean now. nevermindlol @ wasting that time Quote Link to comment Share on other sites More sharing options...
AirMaxKing Posted February 17, 2008 Report Share Posted February 17, 2008 12345 12354 12435 12453 12534 12543 13245 13254 13425 13452 13524 13542 14235 14253 14325 14352 14523 14532 15234 15243 15324 15342 15423 15432 21345 21354 21435 21453 21534 21543 23145 23154 23415 23451 23514 23541 24135 24153 24315 24351 24513 24531 25134 25143 25314 25341 25413 25431 31245 31254 31425 31452 31524 31542 32145 32154 32415 32451 32514 32541 34125 34152 34215 34251 34512 34521 35124 35142 35214 35241 35412 35421 41235 41253 41325 41352 41523 41532 42135 42153 42315 42351 42513 42531 43125 43152 43215 43251 43512 43521 45123 45132 45213 45231 45312 45321 51234 51243 51324 51342 51423 51432 52134 52143 52314 52341 52413 52431 53124 53142 53214 53241 53412 53421 54123 54132 54213 54231 54312 54321EDIOT: Oh nah, i see what you mean now. nevermindlol @ wasting that timeI didnt type it out lol its just a perl script#!/usr/bin/perl -w # permutations# This script prints out all permutations of the strings supplied# as command-line arguments.# The recursive subroutine 'permut' is from the "Perl Cookbook"# and was written by Tom Christiansen.# The algorithm is apparently the usual one used by Lisp programmers.# Note that the Perl Cookbook also supplies an alternative algorithm # that is faster and more flexible, but this one is shorter.# Cameron Hayne ([email protected]) May 2005permut([@ARGV], []);sub permut{ # the two parameters to this function are references to the arrays # of items to be permuted and the permutations calculated so far my @items = @{ $_[0] }; my @perms = @{ $_[1] }; unless (@items) { # stop recursing when there are no elements in the items print "@perms\n"; } else { # for all elements in @items, move one from @items to @perms # and call permut() on the new @items and @perms my (@newitems, @newperms, $i); foreach $i (0 .. $#items) { @newitems = @items; @newperms = @perms; unshift(@newperms, splice(@newitems, $i, 1)); permut([@newitems], [@newperms]); } }} Quote Link to comment Share on other sites More sharing options...
NORA BATTY Posted February 17, 2008 Author Report Share Posted February 17, 2008 this is a long ting.is it 180?did any one get the same? Quote Link to comment Share on other sites More sharing options...
NORA BATTY Posted February 18, 2008 Author Report Share Posted February 18, 2008 we permute the middle 3 digits then attach all possible digits to either side no? Quote Link to comment Share on other sites More sharing options...
Dipset Posted February 18, 2008 Report Share Posted February 18, 2008 Just realised this show stopped coming on c5 the other dayshow was kinda big as well Quote Link to comment Share on other sites More sharing options...
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