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Lab3-daniel-Final
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# Lab 5: Pick6
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# Have the computer play pick6 many times and determine net balance.
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# Initially the program will pick 6 random numbers as the 'winner'. Then try playing pick6 100,000 times, with the ticket cost and payoff below.
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# A ticket contains 6 numbers, 1 to 99, and the number of matches between the ticket and the winning numbers determines the payoff.
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# Order matters, if the winning numbers are [5, 10] and your ticket numbers are [10, 5] you have 0 matches.
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# If the winning numbers are [5, 10, 2] and your ticket numbers are [10, 5, 2], you have 1 match. Calculate your net winnings (the sum of all expenses and earnings).
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# a ticket costs $2
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# if 1 number matches, you win $4
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# if 2 numbers match, you win $7
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# if 3 numbers match, you win $100
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# if 4 numbers match, you win $50,000
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# if 5 numbers match, you win $1,000,000
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# if 6 numbers match, you win $25,000,000
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# One function you might write is pick6() which will generate a list of 6 random numbers, which can then be used for both the winning numbers and tickets.
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# Another function could be num_matches(winning, ticket) which returns the number of matches between the winning numbers and the ticket.
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# Steps
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# Generate a list of 6 random numbers representing the winning tickets
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# Start your balance at 0
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# Loop 100,000 times, for each loop:
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# Generate a list of 6 random numbers representing the ticket
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# Subtract 2 from your balance (you bought a ticket)
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# Find how many numbers match
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# Add to your balance the winnings from your matches
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# After the loop, print the final balance
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# Version 2
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# The ROI (return on investment) is defined as (earnings - expenses)/expenses. Calculate your ROI, print it out along with your earnings and expenses.
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# ====================================================================================================================================================
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import random
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def pick6():
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numlist = []
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for r in range(6):
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x = random.randint(1,99)
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numlist.append(x)
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print(numlist)
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pick6()
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pick6()
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#==============================
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# simulations = 100,000
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# possible_values = list(range(0,6))
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# # print(possible_values)
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# outcomes = {i: 0 for i in possible_values}
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# for i in range(simulations):
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# d1 = random.randint(0,99)
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# d2 = random.randint(0,99)
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# outcome = d1 + d2
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# outcomes[outcome] += 1
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# print(outcomes)
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#=================================
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