If someone spins a spinner and there is an equally likely chance that it lands on any of the above dollar amounts, what are the odds that after 2 spins, the sum of both spins is EXACTLY $1.00 ?
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If someone spins a spinner and there is an equally likely chance
that it lands on...
If someone spins a spinner and there is an equally likely chance that it lands on...
If someone spins a spinner and there is an equally likely chance
that it lands on any of the above dollar amounts, what are the odds
that after 2 spins, the sum of both spins is EXACTLY $2.00 ?
O.a5 1-a5
Problem 1: Game Spinner We will be comparing empirical (relative frequencies based on an observation of...
Problem 1: Game Spinner We will be comparing empirical (relative frequencies based on an observation of a real-life process) to theoretical (long-run relative frequency) probabilities. We will use StatCrunch to simulate this process using a board game spinner three times so that we can determine the total number of spaces moved in three turns. The board game spinner looks like the image below. The spinner is equally likely to land on any given section. f) Calculate the theoretical probability of...
(1 point) Consider the following game of chance based on the spinner below: Each spin costs...
(1 point) Consider the following game of chance based on the spinner below: Each spin costs $2. If the spinner lands on the player wins a dime, if the spinner stops on A the player wins $8 otherwise the player wins nothing. Calculate the players expected winnings. Express your answer to at least three decimal places in dollar form.. Answer: $ 4/11 3/11 1/11 3/11
(1 point) Consider the following game of chance based on the spinner below: Each spin costs...
(1 point) Consider the following game of chance based on the spinner below: Each spin costs $4. If the spinner lands on D the player wins $9, if the spinner stops on B the player wins a penny otherwise the player wins nothing. Calculate the players expected winnings. Express your answer to at least three decimal places in dollar form. Answer: $ 3/10 1/5 1/18 2/5
3. You are playing a game that involves 2 spinners, one spinner has the numbers 1,2,3,4,5....
3. You are playing a game that involves 2 spinners, one spinner has the numbers 1,2,3,4,5. the other spinner has the numbers 1,2,3,4, When you spin the spinners the outcomes are equally likely. The outcome is the sum of both spinners. (10 points) a. What is the sample space? b. What is the probability that the sum is 5? c. What is the probability that the sum is less than 9? d. What is the probability that the sum is...
can someone show the steps and explain c and d parts of the problem. I'm not...
can someone show the steps and
explain c and d parts of the problem. I'm not really sure what
these formulas are or how they work pertaining to the question.
please explain this like im 5 years old so confused!
5. Consider a roulette wheel in a certain casino. (Recall that a Nevada roulette wheel nas up .. There are 18 red spaces, 18 black, and 2 green. In each spin of the wheel, the ball is equally likely to...
1. Suppose that each child born to a couple is equally likely to be a boy...
1. Suppose that each child born to a couple is equally likely to be a boy or a girl, inde- pendently of the gender distribution of the other children in the family. For a couple having 5 children, compute the probabilities of the following events: (a) All children are of the same gender (b) The 3 eldest are boys and the others girls. (c) Exactly 3 are boys. (d) The 2 oldest are girls. e) There is at least 1...
9. You throw a dart at the board shown. Your dart is equally likely to hit...
9. You throw a dart at the board shown. Your dart is equally likely to hit any point inside the square board. What is the probability your dart lands in the yellow region? (TEKS G.13.B) 2 in. 2 in 2 in. F TT 36 G T 12 TT TT CH
2. One the last exam, you analyzed a mini-version of the board game Chutes and Ladders. For your ...
2. One the last exam, you analyzed a mini-version of the board game Chutes and Ladders. For your reference, this information is repeated on the next page. (a) Give the one-step transition matrix P for the Markov chain {Xn,n 2 0]. (This is the same question that was on the exam) (b) What is the expected length (number of spins) of a game? (c) In which square should the player expect to spend the most time? (d) In which square...
One of two small classrooms is chosen at random with equally likely probability, and then a...
One of two small classrooms is chosen at random with equally likely probability, and then a student is chosen at random from the chosen classroom. Classroom #1 has 5 boys and 13 girls. Classroom #2 has 15 boys and 9 girls. What is the probability that Classroom #2 was chosen at random, given that a girl was chosen? Your answers should be rounded to 4 digits after the decimal. A 0.6582 B 0.3418 C 0.1875 D 0.3750 E 0.2708 F...
If someone spins a spinner and there is an equally likely chance
that it lands on any of the above dollar amounts, what are the odds
that after 2 spins, the sum of both spins is EXACTLY $2.00 ?
O.a5 1-a5
Problem 1: Game Spinner We will be comparing empirical (relative frequencies based on an observation of a real-life process) to theoretical (long-run relative frequency) probabilities. We will use StatCrunch to simulate this process using a board game spinner three times so that we can determine the total number of spaces moved in three turns. The board game spinner looks like the image below. The spinner is equally likely to land on any given section. f) Calculate the theoretical probability of...
(1 point) Consider the following game of chance based on the spinner below: Each spin costs $2. If the spinner lands on the player wins a dime, if the spinner stops on A the player wins $8 otherwise the player wins nothing. Calculate the players expected winnings. Express your answer to at least three decimal places in dollar form.. Answer: $ 4/11 3/11 1/11 3/11
(1 point) Consider the following game of chance based on the spinner below: Each spin costs $4. If the spinner lands on D the player wins $9, if the spinner stops on B the player wins a penny otherwise the player wins nothing. Calculate the players expected winnings. Express your answer to at least three decimal places in dollar form. Answer: $ 3/10 1/5 1/18 2/5
3. You are playing a game that involves 2 spinners, one spinner has the numbers 1,2,3,4,5. the other spinner has the numbers 1,2,3,4, When you spin the spinners the outcomes are equally likely. The outcome is the sum of both spinners. (10 points) a. What is the sample space? b. What is the probability that the sum is 5? c. What is the probability that the sum is less than 9? d. What is the probability that the sum is...
can someone show the steps and
explain c and d parts of the problem. I'm not really sure what
these formulas are or how they work pertaining to the question.
please explain this like im 5 years old so confused!
5. Consider a roulette wheel in a certain casino. (Recall that a Nevada roulette wheel nas up .. There are 18 red spaces, 18 black, and 2 green. In each spin of the wheel, the ball is equally likely to...
1. Suppose that each child born to a couple is equally likely to be a boy or a girl, inde- pendently of the gender distribution of the other children in the family. For a couple having 5 children, compute the probabilities of the following events: (a) All children are of the same gender (b) The 3 eldest are boys and the others girls. (c) Exactly 3 are boys. (d) The 2 oldest are girls. e) There is at least 1...
9. You throw a dart at the board shown. Your dart is equally likely to hit any point inside the square board. What is the probability your dart lands in the yellow region? (TEKS G.13.B) 2 in. 2 in 2 in. F TT 36 G T 12 TT TT CH
2. One the last exam, you analyzed a mini-version of the board game Chutes and Ladders. For your reference, this information is repeated on the next page. (a) Give the one-step transition matrix P for the Markov chain {Xn,n 2 0]. (This is the same question that was on the exam) (b) What is the expected length (number of spins) of a game? (c) In which square should the player expect to spend the most time? (d) In which square...
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