On this weblog, we’re going to be taught How one can discover factorial of a optimistic quantity or integer in C#. As we all know that we are able to discover the factorial of a quantity in a number of methods, out of which I’m going to share two methods i.e. with and with out the usage of recursion.
Program to search out factorial of a quantity with out utilizing recursion:
In arithmetic, factorial is the product of all optimistic numbers or integers lower than or equal to the quantity.
Program:
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int quantity, factorial; Console.WriteLine(“Enter //Recieve enter from person quantity = int.Parse(Console.ReadLine()); //set factorial worth as we are going to begin loop from number-1 factorial = quantity; //Multiply the factorial worth until i turns into 1 for (int i=number-1;i>=1;i–) { factorial = factorial } //Show the output to the person Console.WriteLine(“Factorial //Console.ReadLine() to carry the display after the execution of Console.ReadLine(); |
Output:
Program to search out the factorial of a quantity with the usage of recursion:
A recursive perform is a perform that calls itself contained in the perform.
Program:
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class Program { //CalculateFactorial public int CalculateFactorial(int quantity) { //If quantity if (quantity == 1) { return 1; } else { //Calling return quantity * CalculateFactorial(quantity – 1); } }
static void Predominant(string[] args) { int quantity; Console.WriteLine(“Enter a quantity to calculate its Factorial”); //Recieve enter from person quantity = int.Parse(Console.ReadLine()); if (quantity > 0) { Program objProgram = new Program(); //Calling CalculateFactorial methodology int factorial = //Show the output to the person } else { Console.WriteLine(“Quantity should be higher than zero”); } //Console.ReadLine() to carry the display after the execution of } } |
Output:
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