Create a program where a user guesses whether the value of the sum of two dice will be even or odd. The game will stop when the number of turns has reached 5. To guess odd, the user enters 1. To guess even, the user enters 2. After each roll, the program should display the two numbers rolled,the sum of the numbers, the user's guess as "Even" or "Odd" and whether they won or lost. Once the player ends the game, the program should display the number of times played and the number of turns won and lost and the number of times the dice were even/odd.
Create a program where a user guesses whether the value of the sum of two dice will be even or odd. The game will stop when the number of turns has reached 5. To guess odd, the user enters 1. To guess even, the user enters 2. After each roll, the program should display the two numbers rolled,the sum of the numbers, the user's guess as "Even" or "Odd" and whether they won or lost. Once the player ends the game, the program should display the number of times played and the number of turns won and lost and the number of times the dice were even/odd.
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
Section: Chapter Questions
Problem 1PE
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Create a program where a user guesses whether the value of the sum of two dice will be even or odd. The game will stop when the number of turns has reached 5. To guess odd, the user enters 1. To guess even, the user enters 2. After each roll, the program should display the two numbers rolled,the sum of the numbers, the user's guess as "Even" or "Odd" and whether they won or lost. Once the player ends the game, the program should display the number of times played and the number of turns won and lost and the number of times the dice were even/odd.
Technical Requirements:
- Must use the random function for each die
- Use a loop to play the game for 5 turns
- Use an array to track each roll as to whether it was even or odd
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