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THIS PROGRAM IS TO COMPARE THE TWO DATES GIVEN BY THE USER#include #include #include struct date { int dd; int mm; int yy; };date compare(date d1,date d2) { if (d1.dd { cout<<" 2nd date day is bigger "; } else if(d2.dd { cout<<" 1nd date day is bigger "; } else if(d1.dd==d2.dd) { cout<<" "; } if (d1.mm { cout<<" 2nd month is bigger "; } else { cout<<" 1nd month day is bigger "; } if(d1.yy>d2.yy) { cout<<" 1st date is bigger " ; } else if (d1.dd==d2.dd && d1.mm==d2.mm && d1.yy==d2.yy ); { cout<<" the dates are equal "; } if(d2.yy>d1.yy) { cout<<" 2nd date is bigger "; } }void main() { clrscr(); date d1,d2,ans; cout<<" enter the 1st date (dd/mm/yyyy) "; cin>>d1.dd; cin>>d1.mm; cin>>d1.yy; cout<<" enter the 2nd date (dd/mm/yyyy) "; cin>>d2.dd; cin>>d2.mm; cin>>d2.yy; compare(d1,d2); }
A string S is said to be "Super ASCII", if it contains the character frequency equal to their ascii values. String will contain only lower case alphabets (''a''-''z'') and the asci
write c++ programm calculate electricity bill with person name,use ,id
Write a C program to input five numbers and print them out on a new line Write a C program to input three real numbers and print them out as follows: The first variable is
Write a C++ program with header and source files to store street addresses using the Doubly Linked List ADT. Modify the Node class from Lab Assignment 3 so that it becomes a node i
Write a Program that illustrate Command Line Parameters? main(int argc, char *argv[]) { int i; for(i = 0; i printf("arg %d: %s\n", i, argv[i]); return 0; }
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In which condition a template a better solution than a base class? A: While you are designing a generic class to contain or manage objects of other types, while the format & beh
I Want a answer for solving the big M method in the topic of simplex method...
Queue - C++ program: Write a program to show the basic operations on queue. namespace stack { const int max_size = 200; char v(max_size); int top=0; void pu
Write a program to find the area under the curve y = f(x) between x = a and x = b, integrate y = f(x) between the limits of a and b. The area under a curve between two points can b
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