# A person playing a game of chance has a 0.25 probability of winning. If the person plays the game 20 times and wins half of that number of times, what is the difference between the theoretical probability and the experimental

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1. ## Physics

A person has a reasonable chance of surviving an automobile crash if the deceleration is no more than 30 "'s." What distance is traveled if the person is brought to rest at this rate from 115 ?

2. ## Conditional Probability

A certain virus infects one in every 400 people. A test used to detect the virus in a person is positive 90% of the time if the person has the virus and 10% of the time if the person does not have the virus. Let A be the event "the person is infected" and

3. ## Statistics 2023

Suppose there is a 11.2% probability that a randomly selected person is aged 20 years or older and is also a jogger. In addition there is a 23.8% chance that a person is 20 years or older, female, given that he or she also jogs. What is the probability a

4. ## statistics

In a certain lottery, five different numbers between 1 and 31 inclusive are drawn. These are the winning numbers. To win the lottery, a person must select the correct 5 numbers in the same exact order in which they were drawn. What is the probability of

5. ## economics

Two people enter a bus. Two adjacent cramped seats are free. Each person must decide whether to sit or stand. Sitting alone is more comfortable than sitting next to the other person, whihc is more comfortable than standing. a.) Suppose that each person

Please check my answer thank you very much Read the paragraph to answer the question. Anyone can walk around a golf course. Anyone can hit a golf ball with a golf club. To do so, a person doesn't have to know the names or numbers of the different clubs. He

7. ## Math

The probability of winning a large stuffed animal in the ring-toss game at a fair is 10%. Find the probability of winning at least 5 of 50 games using normal approximation. I got 0.4052 but answers says it's 0.5932. Please help!

8. ## math

A Drunk Person at the Theater There are 𝑛 people in line, indexed by 𝑖=1,…,𝑛, to enter a theater with 𝑛 seats one by one. However, the first person (𝑖=1) in the line is drunk. This person has lost her ticket and decides to take a random

For a lottery game, each ticket has a probability of 1 / 3.09 = 0.324 of winning a prize. Every friday you buy 1 lottery game. a) What is the probability you will win on two of your next three games?

10. ## maths

In the finals of a rugby tournament, two teams play a best of 5 series. Each team has a probability of 1/2 of winning the first game. For each subsequent game, the team that won the previous game has a 7/10 chance of winning, while the other team has a

11. ## probability

A test for a certain rare disease is assumed to be correct 95% of the time: if a person has the disease, the test result is positive with probability 0.95, and if the person does not have the disease, the test result is negative with probability 0.95. A

12. ## mathematics

The probability that our school will host soccer and rugby tournament this year is 0.8. If we host the the probability of winning soccer is 0.7. if we do not host the probability of winning soccer is 0.4. if we win soccer the probability of winning rugby

13. ## ELA

You are standing at the front doors on the first day of school, willing yourself to go inside. It can be difficult to make new friends after 15 years, but you are determined to try. This new school is an opportunity to try new things as well as meet new

14. ## English

The speaker in "The Road Not Taken" is most clearly which type of person? A person who made a decision. A person who likes a well-beaten path. A person now standing at a fork. A person lost in the woods***

15. ## Math

I have a math problem i need help with. Thank you. Problem: let's say there is a 15% chance of getting strep if you are exposed to a person with strep. Let’s say there is a 50% chance that you were exposed. a) What is the probability that you will get

16. ## Math

HELP A Certain state's lottery LOTTO, is set up so that each player pays \$1 per ticket and chooses six different numbers from 1 to 49. if the six numbers chosen match the six numbers drawn each Saturday evening, the player wins the top cash prize. the

17. ## CAN A TUTOR HELP ME WITH THIS PROBLEM PLEASE!

A certain virus infects one in every 600 people. A test used to detect the virus in a person is positive 90% of the time if the person has the virus and 10% of the time if the person does not have the virus. Let A be the event "the person is infected" and

18. ## Math

a certain state's lottery game, lotto, is set up so that each player pays \$1 per ticket and chooses six different numbers from 1 to 49. if the six numbers chosen match the six numbers drawn each Saturday evening, the player wins the top cash prize. the

19. ## Applied Maths

The odds against a volleyball team winning a game are 5:3. What is the probability, as a reduced fraction, that they will win the game?

20. ## Math Probability

A certain state's lottery game, LOTTO, is set up so that each player pays \$1 per ticket and chooses six different numbers between 1 and 20 inclusive. If the six numbers chosen match the six numbers drawn, the player wins the grand prize. If a person buys

21. ## algebra 2

A person playing a game of chance has a 0.25 probability of winning. If the person plays the game 20 times and wins half of that number of times, what is the difference between the theoretical probability and the experimental probability of that person

22. ## biology

One rule of probability can be expressed as the following: The probability of two independent events occurring simultaneously is the product of the probability of their occurring separately. If, for example, you had a pair of dice and rolled each die one

23. ## mathematics

Matt and Dakota were playing a card game with 2 groups of diamonds. In the first group were number cards: 2, 3, 4, 5, and 6. In the second group were face cards: King, Queen, and Jack. Matt wins with an even card AND King. Dakota wins with an odd card AND

24. ## statistics

Consider a Stanley Cup playoff series in which the Toronto Maple Leafs hockey team faces the Ottawa Senators. Toronto hosts the first, second, and if needed, fifth and seventh games in this best-of-seven contest. The Leafs have a 65% chance of beating the

25. ## Statistics

For the overall population, the IQ scores follow the normal distribution with mean equal to 100 and variance equal to 225. What is the best answer? A. If you pick a person at random, the chance that his IQ falls between 100 to 115 is more than the chance

26. ## Pre-Calculus

In a carnival fishing game, the player is given a net to catch plastic fish. The player is allowed to scoop up 4 fish from a pool containing 36 fish, one of which is the winning fish. What is the probability of winning the game?

27. ## Conditional Probability

A certain virus infects one in every 600 people. A test used to detect the virus in a person is positive 90% of the time if the person has the virus and 10% of the time if the person does not have the virus. Let A be the event "the person is infected" and

28. ## Statistics

A gambling game works as follows: you flip a fair coin and roll a fair six-sided die. You will be paid \$2 if you roll a 6 and \$1 if you get a head and an odd number of spots. Otherwise, you have to pay \$2.50. a) What is the probability of rolling a die

29. ## stats!

Abe looked at fundraising over the last decade. In the six seasons where the football team won less than 40% of the games (losing seasons) Abe was only able to raise an average of \$1.2 million in contributions to the Athletic Department (adjusted to

30. ## Statistics

In a certain game of chance a person pays \$5 to play a game. A person randomly selects 2 integers ranging from 0-99. The host of the game then uses a random number generator to select 2 integers ranging from 0-99. If the players values and hosts values

31. ## Math

How do you weight probabilities to add up to 1? Example: Chance of rain .25 Chance of person wearing purple hat .1 Chance of person wearing red hat .05 Chance of person wearing black hat .2 Chance of person wearing yellow hat .1 Chance of person wearing

32. ## Probability

Two equally matched teams are playing a game of volleyball. Each team has a 1/2 chance of winning each point. The game ends once one of the teams gets to a score of 21. If the score is currently 18-16 for team A, the probability that team A will win the

33. ## algebra

you are going to the Maryland state fair and would like to play some carnival games with the hopes of winning a prize .your mom said you are allowed to play one game only .your task is to analyze two carnival games and predict the probability of winning

34. ## science

2. Person A and Person B are playing tug of war. Why is neither A nor B winning if both are pulling as hard as they can? 3. A ball rolling down a hill. Is this an example of balanced or unbalanced forces?

35. ## Maths

Cam and Dean are playing a game with counters and dice. Cam has some counters, each labelled 1 on one side and 2 on the other. He flips the counters and scores the total of all the numbers showing. Dean has one die and scores the number showing after he

36. ## Statistics

For a math assignment we need to design a dice roll game with different expected values of winning. The game should require a player to make a bet on the sum of one roll of two dice. If the dice sum to that number, the player wins; otherwise, he loses. We

37. ## statistics

A person is selected at random from a population that has the following characteristics: 65% of the people are men; the others are women 12% of the men are smokers 7% of the women are smokers 1. Find the chance that the selected person is a non-smoker,

38. ## statistics

At a church bazzar they have a game of chance that consists of picking a two digit number(0-9).You can bet 1\$ by picking a two digit number if you match two numbers you win 25\$ if you match one the numbers in the same order you win 3\$ if you bet 24 and 42

39. ## Math

what is the expected value of a fair game? It depends on the game: the rewards and the probability of particular outcomes. If the lottery has a 10 million dollar prize, and I have a one in five chance of winning it (I wish), the expected value would be 1/5

40. ## math

a baseball team a series of five games to play, with one game each day from monday through friday. If it rains on the day of a scheduled game, the game is cancelled. There is a 20 percent probability of rain each day. how likely is it that the team will

You will be given a set of numbers to play this game. Two players start with a pile of counters and take turns choosing numbers from their set (repeats are allowed) to remove from the pile. The first person to leave 0 counters wins. For example, if you are

42. ## math

If your expected value when playing a \$1 game of chance is -\$0.06. How much should you have netted after playing the game 130 times? about \$122.20 about \$7.80 about -\$122.20 about -\$7.80 about \$0.00

43. ## math

Janessa is playing a board game with two friends. Using a single die, one friend rolled a four, and the other friend rolled a three. Janessa needs to roll a number higher than both friends in order to win the game, and she wants to calculate her

44. ## math

Janessa is playing a board game with two friends. Using a single die, one friend rolled a four, and the other friend rolled a three. Janessa needs to roll a number higher than both friends in order to win the game, and she wants to calculate her

45. ## math

Your mom is a sporting person, so when it's close to your bedtime, she will have a contest with you to see if you get to stay up an extra half-hour to play a computer game. You get to draw a card from a well-shuffled deck. If you draw a face card, an ace,

46. ## statistics

A test designed to check for sickle-cell anemia has an 85% chance of detection in that, if a person has the disease, there is an 85% chance that the test will be positive. And, if the person does not have the disease, there is an 85% chance that the test

47. ## introduction to quantitaive methods

the following model is often used to measure the spread of an infectious disease. suppose that at the beginning of period 1 the population consists of 5 diseased people. during any period, there is a 0.05 chance that a given infective person will encounter

48. ## Statistics

Tom and Jerry play one game per day. It is known that Tom's winning chance is P[W]=0.6 and if he does not win then he loses. Game results are assumed to be independent. AFter 4 days, variable T indicates a total number of games won by Tom. So J=4-T is the

49. ## probablity

Consider a group of n>=4 people, numbered from 1 to n. For each pair (i,j) with i!=j, person i and person j are friends, with probability p. Friendships are independent for different pairs. These n people are seated around a round table. For convenience,

50. ## physics

Need help with this short physics question there is a race betwen person A and person B. They both start at the same time, but B initial position is 10m left of peron A. person A travels 100 meters right in 20 seonds, Person Btravels 112.5 meters right in

51. ## math

Gamblers are playing a game of chance in which they have a 1/40 chance of winning \$90. What is the expected payout of this game? x 0 90 p(x) x.p(x)

52. ## biology

One rule of probability can be expressed as the following: The probability of two independent events occurring simultaneously is the product of the probability of their occurring separately. If, for example, you had a pair of dice and rolled each die one

53. ## Data Management (need help)

Suppose that the SJCS and Mary Ward are in the basketball final. In this best-of-three series, the winner is the first team to win two games. There are 60% chances SJCS TEAM will win first game. If SJCS wins, there are a 70% chance of winning next game and

54. ## math

12 people are playing in a tennis comprtition.Each person must play one game against each other person.how many games are played altogether ? is it 12^11 divided by 2 = 66 thanks

55. ## stats

chance+of+winning+if+you+play+10+times+what+is+the+probability+of you+winning+once if you have a 10% chance of winning each time

56. ## math

For a carnival game, a cube is rolled.Each of its six faces has a different color. To win,you must select the color rolled.Find the probability of playing the carnival game twice and winning both times. B.suppose for the game,you choose red and your friend

57. ## Math

At a fair run by a local charity organization, it costs 50 cents to try one’s luck in drawing an ace from a deck of 52 playing cards. What is the expected profit per customer, if they pay \$4 if and only if a person draws an ace? The probability of

58. ## Math

In a local lottery, there is a 15% chance of winning \$1, a 5% chance of winning \$5, a 1 in 100 chance of winning \$50 and a 1 in 10 000 chance of winning \$500. What is the expected value of your winnings in this lottery? How much does the lottery need to

In a local lottery, there is a 15% chance of winning \$1, a 5% chance of winning \$5, a 1 in 100 chance of winning \$50 and a 1 in 10 000 chance of winning \$500. What is the expected value of your winnings in this lottery? How much does the lottery need to

60. ## algebra

the probability of winning a particular game at the game store is one fourth. fine the odds of winning the game

61. ## math

If your expected value when playing a \$1 game of chance is \$0.03. How much should you have netted after playing the game 160 times?

62. ## Probability

At a fair run by a local charity organization, it costs 50 cents to try one's luck in drawing an ace from a deck of 52 playing cards. What is the expected profit per customer if they pay \$4 if and only if a person draws an ace. I am sorry that nobody has

63. ## Please can you help me (Probability)

Maria is playing a game of chance at the Hibiscus festival, costing \$1 for each game. In the game two fair dice are rolled and the sum of the numbers that turn up is found. If the sum is seven, then Maria wins \$5. Otherwise Maria loses her money. a) Please

64. ## Math

Let's propose a hypothetical situation where you plan to apply your newly acquired analytical skills to the end of the baseball season. The Dodgers most recent win percentage is 0.569. Assume that the team that they are playing and home field advantage is

65. ## math/probability

204 / 205 - EXERCISES FOR SECTION 4.2 18- WHAT ARE EQUALY LIKELY OUTCOMES? 19- DESCRIBE THE DIFFERENCE BETWEEN AN IMPOSSIBLE EVENT AND A CERTAIN EVENT IN PROBABILITY. BE SURE TO PROVIDE EXAMPLES. 26- ALZHEIMER'S DISEASE. THE BAR GRAPH IN FIGURE 4.3 SHOWS

66. ## Probability

Bret and Shawn are playing a game where each turn the players roll a 20-sided die fair and then add the number they get to their score. The winner is the player with the highest score at the end of the game (there may be a tie). Before the last turn, Shawn

67. ## Math (Probability)

Bret and Shawn are playing a game where each turn the players roll a 20-sided die fair and then add the number they get to their score. The winner is the player with the highest score at the end of the game (there may be a tie). Before the last turn, Shawn

68. ## Data Management, Math

10 of your friends (including you..so 10 altogether) are going to have a draw between all of you. Each person gives \$10 (for a total of \$100). There will be five, \$20 draws. One per week for 5 weeks. For the first draw, every person gets a ticket. One

69. ## Math

A card is drawn from an ordinary pack of playing cards and a person bets that it is a spade or a king.What are odds against his winning this bet?

70. ## English

The person who correctly guesses what I am thinking of should come to the front and continue playing the Twenty Questions Game. He or she should think of something in mind. Other students should start asking Yes/No questions to try to know what it is. 1.

71. ## Probability

Andrew has ten different two-player board games on his shelf. He has them numbered 1 through 10. When he plays the game i against Diego, he has a i^2/100 chance of winning. If Andrew rolls a fair ten-sided die to determine which game to play, the

A squash match is won when one player wins three games. This situation is often referred to as winning the "best-three-out-of-five" Barbara has a slight edge in winning each game with the odds in favour of 5 to 4 a) what is the probability that maria will

73. ## Math

Maria is playing a game of chance at the Hibiscus festival, costing \$1 for each game. In the game two fair dice are rolled and the sum of the numbers that turn up is found. If the sum is seven, then Maria wins \$5. Otherwise Maria loses her money. a)

74. ## algebra

This is a project called guess your card. there are 3 people playing and you. We are drawing only numbers from 1 to 9. Each person draws 3 cards and puts them on their foreheads facing out. 1 has a 1,3,7 next person has 3,4,7 and 3rd person has 4,6,8. What

75. ## Statistics

Four people working independently on an assembly line all perform the same task. The time (in minutes) to complete this task for person i (i = 1, 2, 3, 4) has a uniform distribution on the interval [0, i]. Suppose each person begins the task at the same

76. ## Statistics

A popular casino in Windsor estimates that the chance that someone sitting at one of their Black Jack tables has a 0.35 probability of winning a given hand. Assume that all games played are independent. a. Isaac decides to play until his first win, and

77. ## Math

Debra is buying prizes for a game at her school's fundraiser. The game has three levels of prizes, and she has already bought the second and third prizes. She spent \$1.54 on each second place prize and \$0.77 on each third place prize. She wants the first

78. ## Stats

This is the question: Let's propose a hypothetical situation where you plan to apply your newly acquired analytical skills to the end of the baseball season. The Dodgers most recent win percentage is 0.569. Assume that the team that they are playing and

79. ## Satistics Help

A student claims that if the odds in favor of winning a game are a:b, then out of every a+b games she would win a games. Hence, the probability of the event of winning the game is a/b+b Is the student's reasoning correct? why or why not?

80. ## Math

Your mom is a sporting person, so when it's close to your bedtime, she will have a contest with you to see if you get to stay up and extra half-hour to play a computer game. You get to draw a card from a well-shuffled deck. If you draw a face card, an ace,

81. ## Math

A person spins the pointer and is awarded the amount indicated by the pointer. (A circle with 3 sections divided: \$2, \$5, \$10). The pointer stops on \$2. It costs \$6 to play the game. Determine: a.) The expectation of a person who plays the game. b.) The

82. ## Math

A person spins the pointer and is awarded the amount indicated by the pointer. (A circle with 3 sections divided: \$2, \$5, \$10). The pointer stops on \$2. It costs \$6 to play the game. Determine: a.) The expectation of a person who plays the game. b.) The

83. ## math

what is the probability of winning a lottery game where the winning number is made of 6digits from 0-9 chosen at random? i do not undestand how to solve please help

84. ## English

1. Take exercise on a regular basis, and you will be a happy person. 2. Earn a lot of money, and you will be a happy person. 3. Drive in the country, and you will be a happy person. 4. Play the violin, and you will be a happy person. 5. Play soccer with

85. ## math

mike claims that the probability of winning a pick 6 number game where six numbers are drawn from the set 1 through 49 is about the same as getting 24 heads in a row when you flip a fair coin 1. find the probability of winning the pick 6 game and the

86. ## Statistics

Four people working independently on an assembly line all perform the same task. The time (in minutes) to complete this task for person i (i = 1, 2, 3, 4) has a uniform distribution on the interval [0, i]. Suppose each person begins the task at the same

87. ## maths

Joe is playing a game of chance at the hibiscus festival, costing \$1 for each game. In the game two fair dice are rolled and the sum of the numbers that turned up is found. If the sum is seven, then Joe wins \$5. Otherwise loses his money. Joe play the game

88. ## Math

At the Statsville County Fair, the probability of winning a prize in the basketball toss game is 0.1. a) Show the probability distribution for the number of prizes won in 8 games (round to 6 decimal places). b) If the game will be played 500 times during

89. ## math (ms sue)

Suppose that one voter in the 2010 UK General Election was selected at random. The probability that the person voted for the Conservative Party was 0.36, the probability that the person voted for the Labour Party was 0.29, and the probability that the

90. ## math

at a grand opening of a store, every 3rd person is given a balloon, and every 7th person is given a \$5 coupon. if a person is selected at random from the first 100 people to shop there, whats the probability that the person will be given a balloon and a

91. ## statistics

Playing game of chance and pay 300 by rolling a fair die one time if you rome a 2 and receive \$1300 if you roll a 4 or six you receive \$900 if you ore a 3 5 or 9 receive nothing. find expected value for this game. based on value is it a good game to play?

92. ## statistics

A gambling game pays 4 to 1 and the chance of winning is 1 in 6. Suppose you bet \$1 on this game 600 times independently.Find the expected number of times you win?

93. ## Statistics

Having trouble with these four questions: 1. Given the rules of the different games of chance described in the sheet you downloaded, think about your odds of winning in each of these three scenarios: A. Craps: Either roll or a 7 or 11 on the first roll, OR

94. ## If 12 people are playing in a tournament and?

If 12 people are playing in a tournament and each person plays every other person, how many games will be played?

95. ## Physics

A person is a playing a game that requires throwing an object onto a ledge. The ledge is a distance d and a height d/2 above the release point. You may neglect air resistance. You may use g for the magnitude of the gravitational acceleration (i.e.

96. ## Statistics

It's a simple question I am just so confused with this discrete probability distribution. The question is: In the New Jersey Pick 3 game, you pay \$.50 to select a sequence of three digits, such as 911. If you play this game once every day, find the

97. ## Math 2

If your playing a game where you have 4 cards and you have to arrange them in to 2 digit numbers so they add up to a number near 100, and then you take the number you got and subtract it from 100, and then you play this game 7 times with 3 other people,

98. ## Probability

A drug company claims that a new headache drug will bring instant relief in 90% of all cases. If a person is treated with a placebo, there is a 20% chance that the person will feel instant relief. In a clinical trial, half the subjects are treated with the

99. ## math

How do I create a game with a 55percent chance of winning for Gr12 data management

100. ## Math Probability *Repost*

A certain state's lottery game, LOTTO, is set up so that each player pays \$1 per ticket and chooses six different numbers between 1 and 20 inclusive. If the six numbers chosen match the six numbers drawn, the player wins the grand prize. If a person buys