There are errors in the following code snippet. Locate and fix all the errors with you! to get full credit for the question. Assume the goal of the program is to perform a simulation to estimate the probability of rolling three of a kind in a single roll of three six-sided dice.

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
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Debugging:
There are errors in the following code snippet. Locate and fix all the errors with your own comments
to get full credit for the question. Assume the goal of the program is to perform a simulation to
estimate the probability of rolling three of a kind in a single roll of three six-sided dice.
File Edit Format Run Options Window Help
# Estimate the probability of rolling three of a kind
# in a singel roll of three six-sided dice.
def main ():
n input ("How many rolls would you like to simulate?")
hits = 0
for i in range (n):
if equalRolls (3):
hits += 1
print ("Estimated prob = ", float (hits) /n)
def equalRolls (count):
first = randrange (1,7)
for i in range (count) :
roll
if roll != first:
return False
return True
name
------
randrange (1,7)
1
if
main ()
Note: your output will not be exactly the same due to (pseudo)randomness
Test Case1:
How many rolls would you like to simulate? 100
Estimated prob = 0.01
_main____¹:
Test Case2:
How many rolls would you like to simulate? 10000
Estimated prob = 0.0265
Transcribed Image Text:Debugging: There are errors in the following code snippet. Locate and fix all the errors with your own comments to get full credit for the question. Assume the goal of the program is to perform a simulation to estimate the probability of rolling three of a kind in a single roll of three six-sided dice. File Edit Format Run Options Window Help # Estimate the probability of rolling three of a kind # in a singel roll of three six-sided dice. def main (): n input ("How many rolls would you like to simulate?") hits = 0 for i in range (n): if equalRolls (3): hits += 1 print ("Estimated prob = ", float (hits) /n) def equalRolls (count): first = randrange (1,7) for i in range (count) : roll if roll != first: return False return True name ------ randrange (1,7) 1 if main () Note: your output will not be exactly the same due to (pseudo)randomness Test Case1: How many rolls would you like to simulate? 100 Estimated prob = 0.01 _main____¹: Test Case2: How many rolls would you like to simulate? 10000 Estimated prob = 0.0265
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