#include <iostream> using namespace std; int factorial(int n){ if(n <= 1){ return 1; } else{ return n*factorial(n-1); } } int main () { int n; cout<<"Enter a number: "; cin>>n; cout<<endl; cout<<n<<"! = "<<factorial(n)<<endl; return 0; }
C++ 3. Write a program that recursively calculates n factorial (n!) a) Main should handle all...
Request an integer n from the console. Write a function that accepts n as input and outputs the multiplication table of n from 1 to n to the console. Example Output (input in bold italics) Enter an integer: 9 1 * 9 = 9 2 * 9 = 18 3 * 9 = 27 4 * 9 = 36 5 * 9 = 45 6 * 9 = 54 7 * 9 = 63 8 * 9 = 72 9...
Python 3 Write a program that calculates the factorial of the greatest odd number in a sequence of positive numbers (separated by spaces). The program must receive sequences of integers, one per line. The end of the input cases will be indicated by the number -1. For each line the program must print the factorial of the greatest odd number in each sequence. Note that for this question, there is always a greatest positive odd number in each line. Sample...
C++ only Implement a program that prompts a user to enter a number N where N is a positive number. The program must validate a user input and ask a user to re-enter until an input is valid. Implement a function that pass N as an argument and return a result of calculates N! (N-factorial): The function must use loop for the implementation. Hint: Factorial: N! = N * (N-1) * (N-2) * …. * 1 ( This is only...
Write a python program (recursive.py) that contains a main() function. The main() should test the following functions by calling each one with several different values. Here are the functions: 1) rprint - Recursive Printing: Design a recursive function that accepts an integer argument, n, and prints the numbers 1 up through n. 2) rmult - Recursive Multiplication: Design a recursive function that accepts two arguments into the parameters x and y. The function should return the value of x times...
USING PYTHON PLEASE Write a program that calculates the factorial value of a number entered by the user. Remember that x! =x* (x-1)* (x-2)*... *3+ 2* 1. Your program should check the value input by the user to ensure it is valid (i.e., that it is a number > =1). To do this, consider looking at the is digit() function available in Python. If the user enters an incorrect input, your program should continue to ask them to enter a...
Write a program called printGPA. The program should contain at least 3 methods: main, gradeAverage, and letterGrade. The user will type a line of input containing the student's name, then a number that represents the number of scores, followed by that many integer scores (user input is in bold below). The data type used for the input should be one of the primitive integer data types. Here are two example dialogues: Enter a student record: Maria 5 72 91 84...
Write in C++ program Larger than n In a program, write a function that accepts three arguments: an array, the size of the array, and a number n. Assume the array contains integers. The function should display all of the numbers in the array that are greater than the number n. Input from the keyboard: The filename and path of a list of integer numbers. The number n to test the file numbers. Output to the console: The...
c++ please (1) Write a program that prompts the user to enter an integer value N which will rpresent the parameter to be sent to a function. Use the format below. Then write a function named CubicRoot The function will receive the parameter N and return'its cubic value. In the main program print the message: (30 Points) Enter an integer N: [. ..1 The cubic root of I.. ] is 2 update the code om part and write another function...
Written in expanded form, the usual factorial function is n! = n middot (n - 1) middot (n - 2) ... 3 middot 2 middot 2 middot 1. The difference between elements in the product is always 1. It can be writ in recursive form as n! = n middot (n - 1)! (e.g., 10! = 10 middot 9!, 23! * 23 middot 22!, 4! = 4 3!, etc.). The purpose of this problem is to generalize the factorial function...
Java, how would i do this public static void main(String[] args) { int n = 3; int result; result = factorial(n); + public static int factorial(int n) public static int factorial(int n) n = 3 { returns 3* 2 * 1 { if (n == 1) return n; else return (n * factorial(n-1)); if (n == 1) return n; else return (3 * factorial(3-1)); ܢܟ } public static int factorial(int n) n = 2 public static int factorial(int n) returns...