Draw a game tree and write down the corresponding extensive form representation of Rock Paper Scissors (assuming win equals 1, draw equals 0, and lose equals -1).
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In the game of rock, paper, scissors, two people play, and it's equally likely that you will win, lose, or tie. Find the probability of losing at least once in two tries.
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(Game: scissor, rock, paper) Write a program that plays the popular scissor-rockpaper game. (A scissor can cut a paper, a rock can knock a scissor, and a paper can wrap a rock.) The program randomly generates a number $0,1,$ or 2 representing scissor, rock, and paper. The program prompts the user to enter a number $0,1,$ or 2 and displays a message indicating whether the user or the computer wins, loses, or draws. Here are sample runs: scissor $(0),$ rock $(1),$ paper (2): 1 The computer is scissor. You are rock. You won scissor $(0),$ rock $(1),$ paper (2): 2 The computer is paper. You are paper too. It is a draw
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