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When doing the sim_many_play part can you add an accumulator pattern because the answer is suppose to come out as "play_lottery_once(8) returned [-1, -1, 10, -1, 0, 10, -1] but expected[-1, -2, 8, 7, 6, 6, 16, 15] in python

When doing the sim_many_play part can you add an accumulator pattern because the answer is suppose to come out as "play_lottery_once(8) returned [-1, -1, 10, -1, 0, 10, -1] but expected[-1, -2, 8, 7, 6, 6, 16, 15] in python

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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When doing the sim_many_play part can you add an accumulator pattern because the answer is suppose to come out as "play_lottery_once(8) returned [-1, -1, 10, -1, 0, 10, -1] but expected[-1, -2, 8, 7, 6, 6, 16, 15] in python

 

Checkpoint A Implement these functions from the template following the description (specification) in their docstring: • generate_lottery_numbers() • count_matches () • play_lottery_once() sim_many_plays () By default, this project does not generate any interesting printed output. So, you should use one of these strategies in your work: • Use Python Tutor to do incremental development, focusing on one function at a time in isolation • Invent some of your own intermediate output, to get feedback while in develop mode • Submit your work to get feedback from unit tests Hint: you can use random.randint (a, b) to select random numbers between a and b. Hint: The behavior of sim_many_plays will simulate a single player and their overall winnings at the end of each play. For example, if they play 4 times and lose each time, the record of their overall winnings in each round would be [-1, -2, -3, -4].
Transcribed Image Text:Checkpoint A Implement these functions from the template following the description (specification) in their docstring: • generate_lottery_numbers() • count_matches () • play_lottery_once() sim_many_plays () By default, this project does not generate any interesting printed output. So, you should use one of these strategies in your work: • Use Python Tutor to do incremental development, focusing on one function at a time in isolation • Invent some of your own intermediate output, to get feedback while in develop mode • Submit your work to get feedback from unit tests Hint: you can use random.randint (a, b) to select random numbers between a and b. Hint: The behavior of sim_many_plays will simulate a single player and their overall winnings at the end of each play. For example, if they play 4 times and lose each time, the record of their overall winnings in each round would be [-1, -2, -3, -4].
1 def generate_lottery_numbers(): *** Generates a list of 5 random integers between 1 and 42, inclusive, with no duplicates. -234567891912345678928212222425252728298123458789¥12457898123科55拓望能卵卵乳酸發科5%的品 10 20 30 12 def count_matches (my_list, lottery_list): 40 50 Returns: 60 61 if list: A list of lottery numbers # Type your code here. co pass """ Takes two lists of equal length representing the player's chosen number list and the generated lottery list and returns the number of between my_list and lottery_list. matches For example, count_matches ([10, 6, 20, 5, 7], [30, 6, 7, 40, 5]) will return 3, since both lists contain 5, 6, 7. Parameters: my_list (list): Your lottery numbers. lottery list (list): A list of the winning numbers. 32 def play_lottery_once(): Returns: int: The number of matching integers # Type your code here. pass *** Uses generate_lottery_numbers () and count_matches () to return the reward gained in playing the lottery one time. The lottery costs $1 to enter. The game award is determined according to the Table derived from data published by the state of Georgia. (If a player wins "one free play", we simply calculate this as winning $1). 47 def sim_many_plays (n): Returns: int: The total dollar amount gained by playing the game # Type your code here. pass """ Simulates a single person playing the lottery n times, to determine their overall winnings at the end of each simulated lottery Parameters: n (int): The number of times the person plays the lottery. Returns: list: The total winnings after each of the n lotterys pass # Type your code here. _name__ == "__main_": seed = int(input('Enter a seed for the simulation: ')) random.seed (seed) winnings = sim_many_plays(1000) # Simulate 1000 plays by one person and plot the winnings. plotwinsAcrossManyPlays (winnings)
Transcribed Image Text:1 def generate_lottery_numbers(): *** Generates a list of 5 random integers between 1 and 42, inclusive, with no duplicates. -234567891912345678928212222425252728298123458789¥12457898123科55拓望能卵卵乳酸發科5%的品 10 20 30 12 def count_matches (my_list, lottery_list): 40 50 Returns: 60 61 if list: A list of lottery numbers # Type your code here. co pass """ Takes two lists of equal length representing the player's chosen number list and the generated lottery list and returns the number of between my_list and lottery_list. matches For example, count_matches ([10, 6, 20, 5, 7], [30, 6, 7, 40, 5]) will return 3, since both lists contain 5, 6, 7. Parameters: my_list (list): Your lottery numbers. lottery list (list): A list of the winning numbers. 32 def play_lottery_once(): Returns: int: The number of matching integers # Type your code here. pass *** Uses generate_lottery_numbers () and count_matches () to return the reward gained in playing the lottery one time. The lottery costs $1 to enter. The game award is determined according to the Table derived from data published by the state of Georgia. (If a player wins "one free play", we simply calculate this as winning $1). 47 def sim_many_plays (n): Returns: int: The total dollar amount gained by playing the game # Type your code here. pass """ Simulates a single person playing the lottery n times, to determine their overall winnings at the end of each simulated lottery Parameters: n (int): The number of times the person plays the lottery. Returns: list: The total winnings after each of the n lotterys pass # Type your code here. _name__ == "__main_": seed = int(input('Enter a seed for the simulation: ')) random.seed (seed) winnings = sim_many_plays(1000) # Simulate 1000 plays by one person and plot the winnings. plotwinsAcrossManyPlays (winnings)
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