Two roommates, Ken and Billy, play the following game: each throws a pair of fair dice,...
Two roommates, Ken and Billy, play the following game: each throws a pair of fair dice, and the first one to throw a sum of 7 does not have to pay next month's rent (the other roommate has to pay the rent in full: $800). If Ken throws first, the probability that Ken eventually wins—and does not have to pay this month's rent—is 0.55. a. Create a table that shows the probability distribution of Ken's winnings. For a loss, use a negative dollar amount. b. Make a graph showing the probability distribution of Ken's winnings. c. If you were Billy, would it be sensible to play this game (and go second), or would you rather be Ken (and go first)? Explain.
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Two roommates, Ken and Billy, play the following game: each
throws a pair of fair dice,...
Game of dice - fair dice: If I throw a number >= 5 I win. If he throws a number =< 4 he win...
Game of dice - fair dice: If I throw a number >= 5 I win. If he throws a number =< 4 he wins. I throw the first dice. Given that he loses(throws a number >4) what is the probability of me winning ? What is the expected number of throws before either of us wins?
1 point) Three brothers play a game with a pair of fair (six-sided) dice. Scott will...
1 point) Three brothers play a game with a pair of fair (six-sided) dice. Scott will win if the sum of the dice is 3, Dave will win if 9, and Jim if 11 They will roll the die until a winner is declared Part (c) Realizing this, theoretically, is a game that could go on forever..the three brothers decide that if no winner has been decided in three rolls or "turns" Scott will be deemed the winner. Let Y...
C# Code: Write the code that simulates the gambling game of craps. To play the game,...
C# Code: Write the code that simulates the gambling game of craps. To play the game, a player rolls a pair of dice (2 die). After the dice come to rest, the sum of the faces of the 2 die is calculated. If the sum is 7 or 11 on the first throw, the player wins and the game is over. If the sum is 2, 3, or 12 on the first throw, the player loses and the game is...
Example Consider the following dice game. A pair of standard ( fair ) dice are repeatedly...
Example Consider the following dice game. A pair of standard ( fair ) dice are repeatedly rolled. If a ’ 7 ’ comes up before an ’ 11 ’ , then the player wins, otherwise the player loses. Let W be the event that the player wins. Find P(W). To say the dice are fair is equivalent to assuming that Laplace’s rule holds and the 36 possible outcomes for a throw of the dice are equally likely. For convenience, an...
the carnival game Under-or-Over-Seven, a pair of fair dice is rolled once, and the resulting sum...
the carnival game Under-or-Over-Seven, a pair of fair dice is rolled once, and the resulting sum determines whether the player wins or loses his or her bet. For example, the player can bet $1 that the sum will be under 7—that is, 2, 3, 4, 5, or 6. For this bet, the player wins $1 if the result is under 7 and loses $1 if the outcome equals or is greater than 7. Similarly, the player can bet $1 that...
In the carnival game Under-or-Over-Seven, a pair of fair dice is rolled once, and the resulting...
In the carnival game Under-or-Over-Seven, a pair of fair dice is rolled once, and the resulting sum determines whether the player wins or loses his or her bet. For example, using method one, the player can bet $2.00 that the sum will be under 7, that is, 2, 3, 4, 5, or 6. For this bet, the player wins $2.00 if the result is under 7 and loses $2.00 if the outcome equals or is greater than 7. Similarly, using...
Please i need helpe with this JAVA code. Write a Java program simulates the dice game...
Please i need helpe with this JAVA code. Write a Java program simulates the dice game called GAMECrap. For this project, assume that the game is being played between two players, and that the rules are as follows: Problem Statement One of the players goes first. That player announces the size of the bet, and rolls the dice. If the player rolls a 7 or 11, it is called a natural. The player who rolled the dice wins. 2, 3...
help please!!! The following table gives the number (lin millions) of men and women over the age of 24 at each level of educational attainment Did not College a Total Completed Some Gende...
help please!!!
The following table gives the number (lin millions) of men and women over the age of 24 at each level of educational attainment Did not College a Total Completed Some Gender complete high school college graduate high school Males 12.9 15.9 96.3 30.7 90.8 128 41.31037 103.7 Females 12.8 25.7 31.8 17.8 200 62.5 78.1 Total 33.7 A What is the probability that a randomly selected person over the age of 24 did not complete high school?(answer with...
1 point) Three brothers play a game with a pair of fair (six-sided) dice. Scott will win if the sum of the dice is 3, Dave will win if 9, and Jim if 11 They will roll the die until a winner is declared Part (c) Realizing this, theoretically, is a game that could go on forever..the three brothers decide that if no winner has been decided in three rolls or "turns" Scott will be deemed the winner. Let Y...
help please!!!
The following table gives the number (lin millions) of men and women over the age of 24 at each level of educational attainment Did not College a Total Completed Some Gender complete high school college graduate high school Males 12.9 15.9 96.3 30.7 90.8 128 41.31037 103.7 Females 12.8 25.7 31.8 17.8 200 62.5 78.1 Total 33.7 A What is the probability that a randomly selected person over the age of 24 did not complete high school?(answer with...
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