GWILouisaxwzkla

Which operation system ( Windows , DOS , ect. ) ?

This seems to work:

/****************************************************************
* File Name : c:programshelppermutations.cpp
* Date : August,1,2002
* Comments : new project
* Compiler/Assembler :
*
*
*
*
*
* Program Shell Generated At: 5:59:12 p.m.
=-=-=-=-=-=-=-=–=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=*/

#include < iostream >
//#include < string.h >
//#include < conio.h >
//#include < math.h >
//#include < iomanip >
//#include < ctype.h >

using namespace std;

//@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@@ FUNCTION PROTOTYPES @@@@@@@@@@@@@@@@@@@@@@@@@@

void coinPermutations ( int flips , char * permutations );
void coinPermutations ( char face , int flips , char * permutations );
//##################################################################################

//main function ******************************

int main ( )
{
int numberOfFlips;

cout << "enter number of flips: ";
cin >> numberOfFlips;
cout << "permutations: " << endl;
char * permutations = new char [ numberOfFlips ];
coinPermutations ( numberOfFlips , permutations );
delete permutations;

return 0 ;
}

/******************************* FUNCTION DEFINITION ******************************

Name : coinPermutatins
Parameters :

face a(n) char

Returns: Void type
Comments:

++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++*/
void coinPermutations ( int flips , char * permutations )
{

permutations [ flips ] = 0;
coinPermutations ( ‘h’ , flips – 1, permutations );
coinPermutations ( ‘t’ , flips – 1, permutations );

return;
}
/******************************* FUNCTION DEFINITION ******************************

Name : coinPermutatins
Parameters :

face a(n) char

Returns: Void type
Comments:

++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++*/
void coinPermutations ( char face , int flips , char * permutations )
{

if ( flips == 0 )
{
permutations [ flips ] = face;
cout << permutations << endl;
return;
}

permutations [ flips ] = face;
coinPermutations ( ‘t’ , flips – 1 , permutations ) ;
coinPermutations ( ‘h’ , flips – 1 , permutations );

return;
}

output:

enter number of flips: 4
permutations:
ttth
htth
thth
hhth
tthh
hthh
thhh
hhhh
tttt
httt
thtt
hhtt
ttht
htht
thht
hhht
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