int main(int argc, char **argv)
{
importFunction addNumbers;
double result;
// Load DLL file
HINSTANCE hinstLib = LoadLibrary(TEXT("Example.dll"));
if (hinstLib == NULL) {
printf("ERROR: unable to load DLL\n");
return 1;
}
// Get function pointer
addNumbers = (importFunction)GetProcAddress(hinstLib, "AddNumbers");
if (addNumbers == NULL) {
printf("ERROR: unable to find DLL function\n");
FreeLibrary(hinstLib);
return 1;
}
// Call function.
result = addNumbers(1, 2);
// Unload DLL file
FreeLibrary(hinstLib);
// Display result
printf("The result was: %f\n", result);
return 0;
}
int main ()
{
int n;
printf("Enter an integer to check Odd/Even\n");
scanf("%d", &n);
oddEven(n);
prime();
int a,b;
printf ("Enter an integer 'a' \n");
scanf("%d", &a);
printf ("Enter an integer 'b' \n");
scanf("%d", &b);
printf ("a/b =%f\n",division(a,b));
printf("Enter the number of integers you want to add\n");
scanf("%d", &n);
addNumbers(&n);
int *i;
i = (int *) malloc(sizeof(int));
*i=200;
printf("The content of the memory address %p is %d\n", i,*i);
return 0;
}
int main(){
if(!out) {
addNumbers(10, 20);
std::cout << 1 << std::endl;
}
else {
std::cout << 2 << std::endl;
}
}
int main(int argc, char *argv[])
{
printf("sum = %d\n", addnum(7,3));
printf("sum = %d\n", addNumbers(5, 4));
return 0;
}
void checkForAddOperation(char operator1, char addOperator, double &number2,
double &number1) {
if (operator1 == addOperator) {
cin >> number2;
number1 = addNumbers(number1, number2);
}
bignum subtractNumbers(const bignum &bn1, const bignum &bn2)
{
if (bn1.getBase() != bn2.getBase())
return subtractNumbers(bn1, bn2.getConverted(bn1.getBase()));
int base = bn1.getBase();
bignum difference;
difference.setBase(base);
//evaluate the numbers being of equal absolute value
if (bn1.absolute() == bn2.absolute())
{
// -12 - 12 ---> -(12 + 12)
if (bn1.isNegative() && !bn2.isNegative())
{
bignum temp = addNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
// 12 - -12 ---> 12 + 12
if (!bn1.isNegative() && bn2.isNegative())
return addNumbers(bn1.absolute(), bn2.absolute());
// -12 - -12 ---> 0
if (bn1.isNegative() && bn2.isNegative())
{
bignum temp;
temp.setBase(base);
return temp;
}
}
//evaluate the numbers if absolute first is larger than absolute second
if (bn1.absolute() > bn2.absolute())
{
// -12 - 8 ---> -(12 + 8)
if (bn1.isNegative() && !bn2.isNegative())
{
bignum temp = addNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
// 12 - -8 ---> 12 + 8
if (!bn1.isNegative()&& bn2.isNegative())
return addNumbers(bn1.absolute(), bn2.absolute());
// -12 - -8 ---> -(12 - 8)
if (bn1.isNegative() && bn2.isNegative())
{
bignum temp = subtractNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
}
//evaluate the numbers if absolute first is smaller than absolute second
if (bn1.absolute() < bn2.absolute())
{
// 8 - 12 ---> -(12 - 8)
if (!bn1.isNegative()&& !bn2.isNegative())
{
bignum temp = subtractNumbers(bn2.absolute(), bn1.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
// -8 - 12 ---> -(8 + 12)
if (bn1.isNegative() && !bn2.isNegative())
{
bignum temp = addNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
// 8 - -12 ---> 8 + 12
if (!bn1.isNegative() && bn2.isNegative())
return addNumbers(bn1.absolute(), bn2.absolute());
// -8 - -12 ---> (12 - 8)
if (bn1.isNegative() && bn2.isNegative())
return subtractNumbers(bn2.absolute(), bn1.absolute());
}
int carry = 0;
int digits = 0;
int decimal = 0;
//bool carry_negative = false;
//sets decimal and digit values to the highest of each number
decimal = (bn1.getDecimalCount() > bn2.getDecimalCount() ? bn1.getDecimalCount() : bn2.getDecimalCount());
digits = (bn1.getDigitCount() > bn2.getDigitCount() ? bn1.getDigitCount() + 1 : bn2.getDigitCount() + 1);
for (int i = (ONES_PLACE - decimal); i < digits + 1 && i >= 0; i++)
{
if (i >= MAXDIGITS)
throw error_handler(__FILE__, __LINE__, "The value being calculated is too large for the settings provided");
int tempNumber = bn1.getDigit(i) - bn2.getDigit(i);
tempNumber -= carry;
if (tempNumber < 0)
{
tempNumber += base;
carry = 1;
}
else carry = 0;
difference.setDigit(i, tempNumber);
}
difference.updateDigits();
difference.setBase(base);
return difference;
}
bignum addNumbers(const bignum &bn1, const bignum &bn2)
{
if (bn1.getBase() != bn2.getBase())
return addNumbers(bn1, bn2.getConverted(bn1.getBase()));
if (bn1.absolute() == bn2.absolute())
{
// -12 + 12 or 12 + -12 ---> 0
if (bn1.isNegative() != bn2.isNegative())
{
bignum temp;
temp.setBase(bn1.getBase());
return temp;
}
// -12 + -12 ---> -(12 + 12)
if (bn1.isNegative() && bn2.isNegative())
{
bignum temp(addNumbers(bn1.absolute(), bn2.absolute()));
temp.setNegative();
temp.updateDigits();
return temp;
}
}
if (bn1.absolute() > bn2.absolute())
{
// -12 + 8 ---> -(12 - 8)
if (bn1.isNegative() && !bn2.isNegative())
{
bignum temp = subtractNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
// 12 + -8 ---> 12 - 8
if (!bn1.isNegative() && bn2.isNegative())
return subtractNumbers(bn1.absolute(), bn2.absolute());
// -12 + -8 ---> -(12 + 8)
if (bn1.isNegative()&& bn2.isNegative())
{
bignum temp = addNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
}
if (bn1.absolute() < bn2.absolute())
{
// -8 + 12 ---> 12 - 8
if (bn1.isNegative() && !bn2.isNegative())
{
bignum temp = subtractNumbers(bn2.absolute(), bn1.absolute());
temp.updateDigits();
return temp;
}
// 8 + -12 ---> 8 - 12
if (!bn1.isNegative() && bn2.isNegative())
return subtractNumbers(bn1.absolute(), bn2.absolute());
// -8 + -12 ---> -(8 + 12)
if (bn1.isNegative() && bn2.isNegative())
{
bignum temp = addNumbers(bn1.absolute(), bn2.absolute());
temp.setNegative();
temp.updateDigits();
return temp;
}
}
int carry = 0;
int digits = 0;
int decimal = 0;
//sets decimal and digit values to the highest of each number
decimal = (bn1.getDecimalCount() > bn2.getDecimalCount() ? bn1.getDecimalCount() : bn2.getDecimalCount());
digits = (bn1.getDigitCount() > bn2.getDigitCount() ? bn1.getDigitCount() + 1 : bn2.getDigitCount() + 1);
bignum sum;
int base = bn1.getBase();
for (int i = (ONES_PLACE - decimal); i < digits + 1 ; i++)
{
if (i >= MAXDIGITS)
throw error_handler(__FILE__, __LINE__, "The value being calculated is too large for the settings provided");
int tempNumber = bn1.getDigit(i) + bn2.getDigit(i);
tempNumber += carry;
if (tempNumber>(base - 1))
{
tempNumber -= base;
carry = 1;
}
else carry = 0;
sum.setDigit(i, tempNumber);
}
sum.updateDigits();
sum.setBase(base);
return sum;
}
void bignum::operator ++ (int n)
{
bignum one(1);
one.setBase(base);
*this = addNumbers(*this, one);
}