Homework Answers
1st point = 15
2nd point = 30
3rd point = 40
0 points = Love
Same points = all
Whosoever is serving his point will be counted first
Answers for the first 6 are as follows
1) C
2) B
3) E
4) D
5) B
6) A
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Answer the following questions with the information provided. 1. You are the server. You win two...
Problem 3. In the game of tennis, the first player to win four points wins the...
Problem 3. In the game of tennis, the first player to win four points wins the game as long as the winner's total is at least two points more than the opponent. Thus if the game is tied at 3-3(Deuce"), then the game is not decided by the next point, but must go on until one player has two points more than the opponent's score. Assume that the server has a constant probability p of winning each point, independently of...
MATCHING (HINT: one of the terms is used twice!) 1. A serve that strikes the net...
MATCHING (HINT: one of the terms is used twice!) 1. A serve that strikes the net but it's otherwise good. 2. Situation in which if the receiver wins the next point, they will win the game. 3. Unsuccessful attempt at a second serve. A. Unforced error B. Winner 4. A point lost by one's mistake rather than caused by the difficulty of the opponent's shot. C. Break point 5. Situation in which if a player wins the next point, they...
Question 2 13 marks Miss Piggy and Remy the Rat are playing a game of tennis,...
Question 2 13 marks Miss Piggy and Remy the Rat are playing a game of tennis, and they have just reached deuce! If a player wins the next point, that player has advantage. On the following point, she or he either wins the game or the game returns to deuce. Assume that for any point, Miss Piggy has probability 0.7 of winning the point, and so Remy the Rat has probabilit,y 0.3 of winning the point. Let S1,2,3,4,5 be the...
You play two games against the same opponent. The probability you win the first game is...
You play two games against the same opponent. The probability you win the first game is 0.70 If you win the first game, the probability you also win the second is 0.50 If you lose the first game, the probability that you win the second is 0.20 Complete parts a) through e). a. Are the two games independent? b. What's the probability you lose both games? c. What's the probability you win both games? d. Let random variable X be...
You play two games against the same opponent. The probability you win the first game is...
You play two games against the same opponent. The probability you win the first game is 0.8. If you win the first game, the probability you also win the second is 0.6. If you lose the first game, the probability that you win the second is 0.4. Complete parts a) through e). a) Are the two games independent? Explain your answer A. Yes; all events are independent. O B. No; the outcome of the first game determines the probability of...
1. NIM game. This is a different version or easier version of NIM game Consider a pile of 5 matchsticks. Two people take turns removing 1 or 2 sticks each time from this pile. Suppose both players pl...
1. NIM game. This is a different version or easier version of NIM game Consider a pile of 5 matchsticks. Two people take turns removing 1 or 2 sticks each time from this pile. Suppose both players play smartly (nobody plays a fool move trying to let the opponent wins. But there is only one winner anyway) a)If the person getting the last stick wins, will the first player win? Why? Show the steps the first and second player will...
please give answer in a,b,c,d format and give calculation clearly. 1.5.25 Suppose two brothers named Mario...
please give answer in a,b,c,d format and give calculation
clearly.
1.5.25 Suppose two brothers named Mario and Luigi like to compete by playing a certain video game. Mario thinks he is better at this game than Luigi and sets out to prove it by keeping track of who wins. After playing the game 30 times, Mario won 18 of them (or 60%). Mario then declares that this proves he is obviously the better player. Luigi, who just finished Chapter 1...
Ueuing 1. (20 points) In each of the following situations, identify the customer and the server: ...
ueuing 1. (20 points) In each of the following situations, identify the customer and the server: a. Planes arriving at an airport b. Taxi stand serving waiting passengers c. Tools checked out from a crib in a machining shop d. Letters processed in a post office e. Registration for classes in a university f. Legal court cases g. Checkout operation in a supermarket h. Parking lot operation
ueuing 1. (20 points) In each of the following situations, identify the customer...
NEED LAST 2 Two individuals, A and B, are finalists for a chess championship. They will...
NEED LAST 2
Two individuals, A and B, are finalists for a chess championship. They will play a sequence of games, each of which can result in a win for A, a win for B, or a draw. Suppose that the outcomes of successive games are independent, with P(A wins game) = 0.3, P(B wins game) = 0.2, and P(draw) = 0.5. Each time a player wins a game, he earns 1 point and his opponent earns no points. The...
Please show instructions on how you got the answer. Thank you. Question 1: Question 2: Given...
Please show instructions on how you got the answer. Thank
you.
Question 1:
Question 2:
Given are five observations for two variables, x and y. 1 2 3 4 (a) Develop a scatter diagram for these data. (b) What does the scatter diagram developed in part (a) indicate about the relationship between the two variables? There appears to be a negative linear relationship between x and y. There appears to be a positive linear relationship between x and y. There...
Problem 3. In the game of tennis, the first player to win four points wins the game as long as the winner's total is at least two points more than the opponent. Thus if the game is tied at 3-3(Deuce"), then the game is not decided by the next point, but must go on until one player has two points more than the opponent's score. Assume that the server has a constant probability p of winning each point, independently of...
MATCHING (HINT: one of the terms is used twice!) 1. A serve that strikes the net but it's otherwise good. 2. Situation in which if the receiver wins the next point, they will win the game. 3. Unsuccessful attempt at a second serve. A. Unforced error B. Winner 4. A point lost by one's mistake rather than caused by the difficulty of the opponent's shot. C. Break point 5. Situation in which if a player wins the next point, they...
Question 2 13 marks Miss Piggy and Remy the Rat are playing a game of tennis, and they have just reached deuce! If a player wins the next point, that player has advantage. On the following point, she or he either wins the game or the game returns to deuce. Assume that for any point, Miss Piggy has probability 0.7 of winning the point, and so Remy the Rat has probabilit,y 0.3 of winning the point. Let S1,2,3,4,5 be the...
You play two games against the same opponent. The probability you win the first game is 0.8. If you win the first game, the probability you also win the second is 0.6. If you lose the first game, the probability that you win the second is 0.4. Complete parts a) through e). a) Are the two games independent? Explain your answer A. Yes; all events are independent. O B. No; the outcome of the first game determines the probability of...
1. NIM game. This is a different version or easier version of NIM game Consider a pile of 5 matchsticks. Two people take turns removing 1 or 2 sticks each time from this pile. Suppose both players play smartly (nobody plays a fool move trying to let the opponent wins. But there is only one winner anyway) a)If the person getting the last stick wins, will the first player win? Why? Show the steps the first and second player will...
please give answer in a,b,c,d format and give calculation
clearly.
1.5.25 Suppose two brothers named Mario and Luigi like to compete by playing a certain video game. Mario thinks he is better at this game than Luigi and sets out to prove it by keeping track of who wins. After playing the game 30 times, Mario won 18 of them (or 60%). Mario then declares that this proves he is obviously the better player. Luigi, who just finished Chapter 1...
ueuing 1. (20 points) In each of the following situations, identify the customer and the server: a. Planes arriving at an airport b. Taxi stand serving waiting passengers c. Tools checked out from a crib in a machining shop d. Letters processed in a post office e. Registration for classes in a university f. Legal court cases g. Checkout operation in a supermarket h. Parking lot operation
ueuing 1. (20 points) In each of the following situations, identify the customer...
NEED LAST 2
Two individuals, A and B, are finalists for a chess championship. They will play a sequence of games, each of which can result in a win for A, a win for B, or a draw. Suppose that the outcomes of successive games are independent, with P(A wins game) = 0.3, P(B wins game) = 0.2, and P(draw) = 0.5. Each time a player wins a game, he earns 1 point and his opponent earns no points. The...
Please show instructions on how you got the answer. Thank
you.
Question 1:
Question 2:
Given are five observations for two variables, x and y. 1 2 3 4 (a) Develop a scatter diagram for these data. (b) What does the scatter diagram developed in part (a) indicate about the relationship between the two variables? There appears to be a negative linear relationship between x and y. There appears to be a positive linear relationship between x and y. There...
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