structs logic problem
Mar 10, 2014 at 3:49am UTC
I'm trying to separate the data into the separate warehouses so that I just output the warehouse name once and move all the data associated with that warehouse with it. I'm not sure how to do that, any help would be appreciated.
1#include <iostream>
#include <fstream>
#include <iomanip>
//Jacob Wilt
//Warehouse Inventory Report
using namespace std;
ifstream infile1, infile2, infile3, infile4;
ofstream outfile;
int cnt = 0;
const int Max = 65;
int Item_Number;
string WareHouse_Name;
string Item_Name;
int Quantity;
double WSP;
double MarkUp;
double Retail;
struct WIR
{
int Item_Number;
int Item_Number2;
int Item_Number3;
string WareHouse_Name;
string Item_Name;
string Item_Name2;
string Item_Name3;
int Quantity;
double WSP;
double MarkUp;
double Retail;
char per;
};
WIR WH[Max];
void openfiles();
void read();
void SortFile1();
void SortFile2();
void SortFile3();
void SortFile4();
void GetRetail();
void print();
void closefiles();
int main()
{
openfiles();
read();
SortFile2();
SortFile1();
SortFile3();
SortFile4();
GetRetail();
print();
closefiles();
return 0;
}
void openfiles()
{
infile1.open("C:\\Users\\Jacob\\Desktop\\WLL1.txt" );
infile2.open("C:\\Users\\Jacob\\Desktop\\WLL2.txt" );
infile3.open("C:\\Users\\Jacob\\Desktop\\WLL3.txt" );
infile4.open("C:\\Users\\Jacob\\Desktop\\WLL4.txt" );
outfile.open("WarehouseOutfile.txt" );
}
void read()
{
int i;
for (i = 0; i < Max; i++)
{
infile1 >> WH[i].Item_Number2 >> WH[i].Item_Name;
infile2 >> WH[i].Item_Number >> WH[i].WareHouse_Name;
infile3 >> WH[i].Item_Name2 >> WH[i].Quantity;
infile4 >> WH[i].Item_Name3 >> WH[i].Item_Number3 >> WH[i].WSP >> WH[i].MarkUp >> WH[i].per;
}
}
void SortFile2()
{
int temp;
string tmp;
int i, j;
for (j = 0; j < Max; j++)
{
for (i = 0; i < Max; i++)
{
if (WH[i].Item_Number < WH[i+1].Item_Number)
{
temp = WH[i].Item_Number;
tmp = WH[i].WareHouse_Name;
WH[i].Item_Number = WH[i+1].Item_Number;
WH[i].WareHouse_Name = WH[i+1].WareHouse_Name;
WH[i+1].Item_Number = temp;
WH[i+1].WareHouse_Name = tmp;
}
}
}
}
void SortFile1()
{
int temp;
string tmp;
int i, j;
for (j = 0; j < Max; j++)
{
for (i = 0; i < Max; i++)
{
if (WH[i].Item_Number2 < WH[i+1].Item_Number2)
{
temp = WH[i].Item_Number2;
tmp = WH[i].Item_Name;
WH[i].Item_Number2 = WH[i+1].Item_Number2;
WH[i].Item_Name = WH[i+1].Item_Name;
WH[i+1].Item_Number2 = temp;
WH[i+1].Item_Name = tmp;
}
}
}
}
void SortFile3()
{
int temp;
string tmp;
int i, j;
for (j = 0; j < Max; j++)
{
for (i = 0; i < Max; i++)
{
if (WH[i].Item_Name2 == WH[i].Item_Name)
{
temp = WH[i].Quantity;
tmp = WH[i].Item_Name2;
WH[i].Quantity = WH[i+1].Quantity;
WH[i].Item_Name2 = WH[i+1].Item_Name2;
WH[i+1].Quantity = temp;
WH[i+1].Item_Name2 = tmp;
}
}
}
}
void SortFile4()
{
double temp2, temp3;
int temp;
string tmp;
int i, j;
for (j = 0; j < Max; j++)
{
for (i = 0; i < Max; i++)
{
if (WH[i].Item_Number3 < WH[i+1].Item_Number3)
{
temp = WH[i].Item_Number3;
temp2 = WH[i].WSP;
temp3 = WH[i].MarkUp;
tmp = WH[i].Item_Name3;
WH[i].Item_Number3 = WH[i+1].Item_Number3;
WH[i].WSP = WH[i+1].WSP;
WH[i].MarkUp = WH[i+1].MarkUp;
WH[i].Item_Name3 = WH[i+1].Item_Name3;
WH[i+1].Item_Number3 = temp;
WH[i+1].WSP = temp2;
WH[i+1].MarkUp = temp3;
WH[i+1].Item_Name3 = tmp;
}
}
}
}
void GetRetail()
{
int i;
for (i = 0; i < Max; i++)
{
WH[i].Retail = WH[i].WSP + (WH[i].WSP * WH[i].MarkUp);
}
}
void print()
{
int i;
outfile << "WareHouse_Name\t Item_Name\t Quantity WSP\t MarkUp\t Retail\n" ;
outfile << "--------------------------------------------------------------------------------\n" ;
for (i = 0; i < Max; i++)
{
outfile << setprecision(2) << fixed << setw(11) << WH[i].WareHouse_Name << setw(20) << WH[i].Item_Name << setw(8);
outfile << WH[i].Quantity << setw(15) << WH[i].WSP << setw(10) << WH[i].MarkUp << "%" << setw(15) << WH[i].Retail << endl;
}
}
void closefiles()
{
infile1.close();
infile2.close();
infile3.close();
infile4.close();
outfile.close();
}
Mar 10, 2014 at 3:50am UTC
This is the current output
WareHouse_Name Item_Name Quantity WSP MarkUp Retail
--------------------------------------------------------------------------------
DesertWest Hallies-x 18 41.15 18.00% 781.85
WestCoast Hallies-l 23 79.95 34.00% 2798.25
DesertWest CutThroat-k 16 82.97 81.00% 6803.54
GreatLakes Whiskers-m 23 14.72 26.00% 397.44
WestCoast TwoB1Ask1-x 23 58.92 66.00% 3947.64
Mississippi StuffedStuff-m 2 43.53 18.00% 827.07
DesertWest Whiskers-g 16 71.11 93.00% 6684.34
DesertWest TenEShoe-k 2 67.35 67.00% 4579.80
SwappySouth TightShoes-k 18 77.88 12.00% 1012.44
GreatLakes Hallies-w 5 34.46 47.00% 1654.08
SwappySouth MacARainy-c 8 19.30 4.00% 96.50
SwappySouth Whiskers-v 23 81.03 49.00% 4051.50
GreatLakes MacARainy-h 8 34.61 82.00% 2872.63
GreatLakes Woosies-e 1 94.36 65.00% 6227.76
GreatLakes TenEShoe-t 29 87.64 93.00% 8238.16
SwappySouth StuffedStuff-p 1 77.85 25.00% 2024.10
DesertWest HailBock-p 10 81.60 42.00% 3508.80
Mississippi TightShoes-m 26 96.79 65.00% 6388.14
WestCoast HailBock-o 23 47.79 81.00% 3918.78
SwappySouth Gowns-c 29 26.42 95.00% 2536.32
WestCoast MacARainy-y 3 29.48 4.00% 147.40
DesertWest Woosies-p 10 22.33 29.00% 669.90
GreatLakes TightShoes-l 20 93.67 46.00% 4402.49
Mississippi HailBock-a 23 57.40 80.00% 4649.40
WestCoast CutThroat-l 6 84.89 66.00% 5687.63
SwappySouth TwoB1Ask1-q 5 66.75 22.00% 1535.25
WestCoast Whiskers-a 5 88.12 66.00% 5904.04
DesertWest MacARainy-t 8 63.83 41.00% 2680.86
Mississippi Woosies-h 11 84.92 43.00% 3736.48
Mississippi Hallies-t 0 27.36 64.00% 1778.40
WestCoast TenEShoe-s 0 76.39 27.00% 2138.92
SwappySouth Hallies-i 26 49.18 51.00% 2557.36
SwappySouth HailBock-g 1 47.91 24.00% 1197.75
WestCoast Gowns-r 25 71.19 90.00% 6478.29
GreatLakes CutThroat-x 25 11.11 81.00% 911.02
Mississippi Whiskers-j 20 77.76 5.00% 466.56
Mississippi Galixies-t 8 10.20 45.00% 469.20
WestCoast Toosies-m 10 35.71 92.00% 3321.03
WestCoast TightShoes-p 15 12.14 52.00% 643.42
SwappySouth Galixies-v 29 13.96 82.00% 1158.68
Mississippi TwoB1Ask1-u 21 26.91 22.00% 618.93
Mississippi Toosies-b 13 39.99 30.00% 1239.69
DesertWest Toosies-a 19 78.78 79.00% 6302.40
WestCoast Galixies-r 25 39.79 61.00% 2466.98
GreatLakes StuffedStuff-j 19 91.13 72.00% 6652.49
GreatLakes Gowns-o 0 77.62 9.00% 776.20
DesertWest StuffedStuff-a 3 90.42 69.00% 6329.40
Mississippi TenEShoe-h 1 22.31 70.00% 1584.01
DesertWest Gowns-u 16 24.22 37.00% 920.36
GreatLakes TwoB1Ask1-r 23 80.51 98.00% 7970.49
SwappySouth Toosies-x 4 39.18 26.00% 1057.86
SwappySouth CutThroat-z 18 86.98 95.00% 8350.08
DesertWest TightShoes-n 26 32.68 58.00% 1928.12
GreatLakes HailBock-q 13 47.52 77.00% 3706.56
GreatLakes Toosies-o 7 11.18 89.00% 1006.20
SwappySouth TenEShoe-d 27 44.35 56.00% 2527.95
WestCoast Woosies-w 25 54.12 63.00% 3463.68
DesertWest TwoB1Ask1-m 21 90.40 1.00% 180.80
Mississippi CutThroat-y 26 32.43 72.00% 2367.39
Mississippi Gowns-i 4 24.84 68.00% 1713.96
DesertWest Galixies-s 17 42.79 59.00% 2567.40
SwappySouth Woosies-c 22 37.94 69.00% 2655.80
GreatLakes Galixies-u 24 90.25 63.00% 5776.00
WestCoast StuffedStuff-z 6 16.56 95.00% 1589.76
Mississippi MacARainy-j 16 69.70 14.00% 1045.50
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