Mini program - after the quiz Simulate a spinner game. 3 2 Simulate a spinner with the numbers 1-8 on it. If it is a 7 or 8 the person wins. Chances to spin each number are equal. 4 Run the game 100 times and put all results in a list called results[] 8 Print list of values 6 7 Calculate 1) The average score 2) Find totals of each number and store them in a list or Dictionary 3) Print totals Use the totals to find the following 4) The most common score and state how many of them there were. 5) How many wins (number of 7's and 8's) 6) The experimental probability of each number, which is their total/100 *100 The theoretical probability is 12.5% =
Mini program - after the quiz Simulate a spinner game. 3 2 Simulate a spinner with the numbers 1-8 on it. If it is a 7 or 8 the person wins. Chances to spin each number are equal. 4 Run the game 100 times and put all results in a list called results[] 8 Print list of values 6 7 Calculate 1) The average score 2) Find totals of each number and store them in a list or Dictionary 3) Print totals Use the totals to find the following 4) The most common score and state how many of them there were. 5) How many wins (number of 7's and 8's) 6) The experimental probability of each number, which is their total/100 *100 The theoretical probability is 12.5% =
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Hello, Im in AP computer science principles in high school. Im trying to code this
![Theoretical probability vs Experimental probability
Day 1 and 2: Take notes in class kick on articles and questions assigned in Khan Academy
Day 3: Quiz on Simulation in Khan Academy.
Mini program - after the quiz
Simulate a spinner game.
3 2
Simulate a spinner with the numbers 1-8 on it. Chances to spin each number are equal.
If it is a 7 or 8 the person wins.
4
1
Run the game 100 times and put all results in a list called results[]
8
Print list of values
6 7
Calculate
1) The average score
2) Find totals of each number and store them in a list or Dictionary
3) Print totals
Use the totals to find the following
4) The most common score and state how many of them there were.
5) How many wins (number of 7's and 8's)
6) The experimental probability of each number, which is their total/100 *100
The theoretical probability is 12.5% = %
Make a statement about how your experimental data compare to the Theoretical data.
5](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa6b97994-78e0-4024-95d7-d10164128cc9%2F906ae8c1-e469-4dad-881b-5fd867195e3a%2F1rw4ps_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Theoretical probability vs Experimental probability
Day 1 and 2: Take notes in class kick on articles and questions assigned in Khan Academy
Day 3: Quiz on Simulation in Khan Academy.
Mini program - after the quiz
Simulate a spinner game.
3 2
Simulate a spinner with the numbers 1-8 on it. Chances to spin each number are equal.
If it is a 7 or 8 the person wins.
4
1
Run the game 100 times and put all results in a list called results[]
8
Print list of values
6 7
Calculate
1) The average score
2) Find totals of each number and store them in a list or Dictionary
3) Print totals
Use the totals to find the following
4) The most common score and state how many of them there were.
5) How many wins (number of 7's and 8's)
6) The experimental probability of each number, which is their total/100 *100
The theoretical probability is 12.5% = %
Make a statement about how your experimental data compare to the Theoretical data.
5
Expert Solution

Step 1
The python program which answer all the parts is given below. The print outputs are self-explanatory:
import random
result = []
score = 0
for i in range(100):
output = random.randint(1,8)
result.append(output)
if output in [7,8]:
score += 1
average_score = score/100
print("The numbers from each spin:")
print(result)
#1
print("Average score: {}".format(average_score))
#2
dict_totals = dict(zip(range(1,9),[0]*8))
def switch_case(x):
if x == 1:
dict_totals[1] += 1
elif x == 2:
dict_totals[2] += 1
elif x == 3:
dict_totals[3] += 1
elif x == 4:
dict_totals[4] += 1
elif x == 5:
dict_totals[5] += 1
elif x == 6:
dict_totals[6] += 1
elif x == 7:
dict_totals[7] += 1
elif x == 8:
dict_totals[8] += 1
[switch_case(x) for x in result]
#3
print("Totals of each number:")
print(dict_totals)
#4 - first part
max_count = max(dict_totals.values())
print("Most common score: {}".format(max_count))
#4 - second part
count_max = 0
for x,y in dict_totals.items():
if y == max_count:
count_max += 1
print("Total number of most common score: {}".format(count_max))
#5
print("Number of wins: {}".format(dict_totals[7]+dict_totals[8]))
#6
for x,y in dict_totals.items():
percent = round((dict_totals[x]/100)*100,2)
print("Percentage for {} is {}".format(x,percent))
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