Write a complete C++ program that simulates rolls of a die. • The program will prompt the user for a positive integer, which will be the number of die rolls simulated. • If the user enters an invalid number, tell the user we are not playing games and end the program. • If the user enters a valid number n, use a loop to simulate to simulate n die rolls. • For each die roll, print the roll number and the simulated die roll value. • At the end of the die rolls, the program will print the total count of ones rolled.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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1. Write a complete C++ program that simulates rolls of a die.
• The program will prompt the user for a positive integer, which will be the number of die rolls simulated.
• If the user enters an invalid number, tell the user we are not playing games and end the program.
• If the user enters a valid number n, use a loop to simulate to simulate n die rolls.
• For each die roll, print the roll number and the simulated die roll value.
• At the end of the die rolls, the program will print the total count of ones rolled.
Sample run of program:
Enter a number of die rolls:
Roll 1: 2
Roll 2: 3
Roll 3: 6
Roll 4: 1
Roll 5: 2
Total number of ones rolled: 1
Transcribed Image Text:1. Write a complete C++ program that simulates rolls of a die. • The program will prompt the user for a positive integer, which will be the number of die rolls simulated. • If the user enters an invalid number, tell the user we are not playing games and end the program. • If the user enters a valid number n, use a loop to simulate to simulate n die rolls. • For each die roll, print the roll number and the simulated die roll value. • At the end of the die rolls, the program will print the total count of ones rolled. Sample run of program: Enter a number of die rolls: Roll 1: 2 Roll 2: 3 Roll 3: 6 Roll 4: 1 Roll 5: 2 Total number of ones rolled: 1
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