generar el ejemplo del código java del triángulo de pascal

Hola, tenemos la solución a lo que buscas, has scroll y la hallarás a continuación.

Ejemplo 1: programa Java para mostrar el triángulo pascal

import java.util.Scanner;
public class PascalsTriangleJava 
staticintfindFactorial(int number)int factorial;for(factorial =1; number >1; number--)
         factorial *= number;return factorial;// here's the function to display pascal's trianglestaticintprintPascalTraingle(int num,int p)returnfindFactorial(num)/(findFactorial(num - p)*findFactorial(p));
   public staticvoidmain(String[] args)int row, a, b;
      System.out.println("Please enter number of rows: ");
      Scanner sc = new Scanner(System.in);
      row = sc.nextInt();
      System.out.println("Here's is pascal's triangle: ");for(a =0; a < row; a++)for(b =0; b < row - a; b++)
            System.out.print(" ");for(b =0; b <= a; b++)
            System.out.print(" "+printPascalTraingle(a, b));
         System.out.println();
      sc.close();

Ejemplo 2: triángulo de pascales java

/*
Author: Jeffrey Huang
*/
import java.util.*;
public class PascalTriangleCreator

    public staticlongfactorial(long n)/*
        The whole purpose of this method is to find the factorial of a number,
        since java does not have a built in method for it. Calculating n choose 
        r is done using factorial, and since this code will be used repeatedly,
        it is wise to put it in a separate method.
        */long factorial;if(n==0)
            factorial=1;else
            factorial=1;for(int counter=1;counter<=n;counter++)
                factorial=factorial*counter;return factorial;
    
    public staticlongFinalValue(long n,long r)//Calculates n choose r by calling the factorial method.returnfactorial(n)/(factorial(n-r)*factorial(r));
    
 public staticvoidmain(String[] args)
     Scanner sc=new Scanner(System.in);long rows=1;long i,j;while(rows!=0)
 sc.close();

Te mostramos las comentarios y valoraciones de los lectores

Si sostienes algún recelo y capacidad de arreglar nuestro división eres capaz de escribir una nota y con deseo lo observaremos.

---

---

Utiliza Nuestro Buscador