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THIS PROGRAM IS TO DISPLAY A STOCK CONTAINING ITEM CODE,ITEM NAME,PRICE AND ANOTHER STOCK WITH CODE & QUANTITY AND DISPLAY COMPLETE INFORMATION#include #include #include struct stock { int itemcode; char itemname[30]; float unitprice; };struct stock1 { int itemcode; int quantity; };void main() { clrscr(); stock s[50]; stock1 s1; float amt; int number; cout<<"enter the no. of items to be purchased : "; cin>>number; cout< for(int i=0;i { cout<<" Item code : "; cin>>s[i].itemcode; cout<<" Item name : "; gets(s[i].itemname); cout<<" Unit price of the item : "; cin>>s[i].unitprice; cout< } cout<<"enter the item code of the item to be purchased : "; cin>>s1.itemcode; cout<<"enter the total quantity : "; cin>>s1.quantity; cout< for(i=0;i { if (s[i].itemcode == s1.itemcode) { amt = s[i].unitprice * s1.quantity; clrscr(); cout<<"\t B I L L "<<"\n\n"; cout<<" item code : "< cout<<" item name : "< cout<<" unit price : "< cout<<" quantity : "< cout<<"\n"; cout<<" total amount : "< } else { clrscr(); cout<<" THE ITEM IS NOT AVAILABLE "; } } getch(); }
How to write a function template A function template should be written at the beginning of the program in the global area, or you may place it into a header file. All function
get the solution
1) Database: The database needs to be used for persistent storage of cars. For details of what information should be stored in the database, please see the description above. You
#include using namespace std; void print(int marks_arr[],int cnt) { int ind[cnt]; int i=0; int j=0; int k=0; int s=0; for(k=0;k { ind[k]=0; } int cnt1=0; for(i=0;i
reocord of a student and a function ctotal to calculate the marks of any three subject by using ctotal() function
Force, F = ma
what happens when the following command is used? chmod u=rwx,go=r-x foo
// Basic pointer code #include "stdafx.h" #include iostream using namespace std; int _tmain(int argc, _TCHAR* argv[]) { int FirstNumber, SecondNumber;
write a program to find the area under the curve y=f(x) between x=a & x=b
i want a c or c++ code for solving transportation problem using modified distribution method
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