public void Run()
{
///////////////////////////////////////////////////////
int[] n456 = { 4, 5, 6 };
int[] n654 = { 6, 5, 4 };
HugeInteger Huge456 = new HugeInteger(n456, 1);
HugeInteger Huge654 = new HugeInteger(n654, 1);
Console.WriteLine("for integers, 456 and 654:");
Console.WriteLine(Huge456.print() + " + " + Huge654.print() + " = " + Huge456.add(Huge654).print()); //456+654
Console.WriteLine(Huge456.print() + " - " + Huge654.print() + " = " + Huge456.subtract(Huge654).print()); //456-654
Huge456 = new HugeInteger(n456, 1); //make 456 out of array
Huge654 = new HugeInteger(n654, 1); // make 654 out of array
Console.WriteLine(Huge456.print() + " * " + Huge654.print() + " = " + Huge456.product(Huge654).print()); // 456*654
}
public void Run()
{
//set integer arrays
//first three numbers are used for factorial calclulation
int[] fac1 = { 1 };
int[] fac30 = { 3, 0 }; // 30!
int[] fac50 = { 5, 0 }; // 50!
int[] fac100 = { 1, 0, 0 }; // 100!
int[] fac3 = { 1 };
//these two are used for huge integer calculation
int[] num456 = { 4, 5, 6 }; //456
int[] num654 = { 6, 5, 4 }; //654
HugeInteger Huge1 = new HugeInteger(fac1, 1);
HugeInteger Huge2 = new HugeInteger(fac30, 1);
HugeInteger HugeFac = new HugeInteger(fac3, 1);
Console.Write("\n30! is equal to: ");
for (int i = 1; i <= 30; i++) //Calculate factorial!
{
Huge1 = Huge1.product(Huge2); //1 * factorialnum
Huge2 = Huge2.subtract(HugeFac); // factorialnum - 1
}
Console.WriteLine(Huge1.print());
Huge1 = new HugeInteger(fac1, 1);
Huge2 = new HugeInteger(fac50, 1);
HugeFac = new HugeInteger(fac3, 1);
Console.Write("\n50! is equal to: ");
for (int i = 1; i <= 50; i++) //Calculate factorial
{
Huge1 = Huge1.product(Huge2); //1 * factorialnum
Huge2 = Huge2.subtract(HugeFac); // factorialnum - 1
}
Console.WriteLine(Huge1.print());
Huge1 = new HugeInteger(fac1, 1);
Huge2 = new HugeInteger(fac100, 1);
HugeFac = new HugeInteger(fac3, 1);
Console.Write("\n100! is equal to: ");
for (int i = 1; i <= 100; i++) //Calculate factorial!
{
Huge1 = Huge1.product(Huge2); //1 * factorialnum
Huge2 = Huge2.subtract(HugeFac); // factorialnum - 1
}
Console.WriteLine(Huge1.print());
}
