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I would like to learn more about computer science.
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Class status: Established
Role:
Student
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11% complete
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Submitted Assignments
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MIT OpenCourseWare 6.00 Introduction to Computer Science and Programming: Lesson 5, HW 1
# Problem Set 3 (Part 1)
# Name: Boogie
# Collaborators: None
# Time: 0:30
from string import *
def countSubStringMatchRecursion(target, key):
"""
purpose: to count the no. of occurrences of key in target string
parameters: target - target string, key - search string
output: count
"""
indexInTarget = 0
startIndex = 0
while indexInTarget != -1:
indexInTarget = find(target, key)
if indexInTarget != -1:
# reset startIndex of target to startIndex + length of the key
startIndex = indexInTarget + len(key)
# start new search, with modified target
return countSubStringMatchRecursion(target[startIndex:],key) + 1
return 0
def countSubStringMatch(target, key):
ctr = 0
indexInTarget = 0
startIndex = 0
while indexInTarget != -1:
indexInTarget = find(target, key)
if indexInTarget != -1:
ctr = ctr + 1
startIndex = indexInTarget + len(key)
target = target[startIndex:]
return ctr
# Problem Set 3 (Part 2)
# Name: Boogie
# Collaborators: None
# Time: 0:30
from string import *
def subStringMatchExact(target, key):
indexInTarget = 0
startIndex = 0
ans = ()
while indexInTarget != -1:
indexInTarget = find(target, key)
if indexInTarget != -1:
ans = ans + (startIndex + indexInTarget,)
startIndex = indexInTarget + len(key)
target = target[startIndex:]
return ans
pyBoogie
1 year ago
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MIT OpenCourseWare 6.00 Introduction to Computer Science and Programming: Lesson 3, HW 1
# Problem Set 2 (Part 4)
# Name: Boogie Devera
# Collaborators: None
# Time: 00:30
bestSoFar = 0
packages = (6, 9, 20)
for n in range(1,200):
exactQtyFlag = False # does not solve the diophantine equation
for a in range(0,10):
for b in range(0,10):
for c in range(0,10):
calc = a * packages[0] + b * packages[1] + c * packages[2]
if n == calc:
exactQtyFlag = True
break
if not exactQtyFlag and bestSoFar < n:
bestSoFar = n
print "Given packages sizes <6>, <9>, and <20>, the largest number of McNuggets that"
print "cannot be bought in exact quantity is: ", bestSoFar
pyBoogie
1 year ago
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