This is my homework for the Discrete Structures course. (1.5 point.pdf

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This document discusses a homework assignment involving games of chance and conjectures. It describes a coin tossing game where the first player to get 5 heads wins, and Salley and Dennis noticed the first player always won when they played the game 10 times. It then asks if the statement that the first player to toss must always win is true or false, and describes this as an example of a conjecture. It also describes another game where Salley and Dennis proved the first player to move will always win, and asks if this is an example of a conjecture.

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This is my homework for the Discrete Structures course. (1.5 points) In a two-player game, each
player takes turns tossing a coin. The first player to toss 5 heads, wins. Salley and Dennis play
the game 10 times. They notice that the player who tosses first always wins. Salley and Dennis
decide that the first player to toss the coin must always win. True or False. This is an example of
a conjecture. (1.5 points) 3. In a two-player game, each player takes turns making a move. Salley
and Dennis prove that the player to move first always wins the game. True or False. This
example of a conjecture.

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