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August 23, 2020 01:25
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python functions
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#Write a function named total that takes a list of integers as input, | |
#and returns the total value of all those integers added together. | |
def total(lst): | |
accum=0 | |
for x in lst: | |
accum=accum+x | |
return accum | |
lst=[1,2,3,4] | |
total(lst) | |
#Write a function called count that takes a list of numbers as input and returns a count of the number of elements in the list. | |
def count(x): | |
y = len(x) | |
return y | |
x = [1,2,3,4,5,6] | |
#Write two functions, one called addit and one called mult. | |
#addit takes one number as an input and adds 5. mult takes one number as an input, | |
#and multiplies that input by whatever is returned by addit, and then returns the result. | |
def addit(x): | |
y = x+5 | |
return y | |
def mult(z): | |
q = z * addit(z) | |
return q | |
count(x) | |
#Write a function, accum, that takes a list of integers as input and returns the sum of those integers. | |
def accum(lst): | |
y = 0 | |
for x in lst: | |
y = y + x | |
return y | |
#Write a function, length, that takes in a list as the input. | |
#If the length of the list is greater than or equal to 5, return “Longer than 5”. | |
#If the length is less than 5, return “Less than 5”. | |
def length(lst): | |
if len(lst) >=5: | |
return "Longer than 5" | |
else: | |
return "Less than 5" | |
#You will need to write two functions for this problem. | |
#The first function, divide that takes in any number and returns that same number divided by 2. | |
#The second function called sum should take any number, divide it by 2, and add 6. It should return this new number. | |
#You should call the divide function within the sum function | |
def divide(x): | |
return x/2 | |
def sum(y): | |
return divide(y) +6 | |
y = 5 | |
x = 1 | |
print(sum(y)) | |
#Write a function that will return the number of digits in an integer. | |
def numDigits(n): | |
str_n = str(n) | |
return len(str_n) | |
print(numDigits(555)) | |
print(numDigits(22)) | |
#Write a function that reverses its string argument. | |
def reverse(mystr): | |
reversed = '' | |
for char in mystr: | |
reversed = char + reversed | |
print(reversed) | |
return reversed | |
#OR | |
def reverse(p_phrase): | |
stringlength = len(p_phrase) | |
r_phrase = p_phrase[stringlength::-1] | |
return r_phrase | |
#Write a function that mirrors its string argument, | |
#generating a string containing the original string and the string backwards. | |
def mirror(p_phrase): | |
stringlength = len(p_phrase) | |
r_phrase = p_phrase[stringlength::-1] | |
return p_phrase+r_phrase | |
#OR | |
def reverse(mystr): | |
reversed = '' | |
for char in mystr: | |
reversed = char + reversed | |
return reversed | |
def mirror(mystr): | |
return mystr + reverse(mystr) | |
#Write a function that removes all occurrences of a given letter from a string. | |
def remove_letter(theLetter, theString): | |
if theLetter in theString: | |
return theString.replace(theLetter,"") | |
else: | |
return theString | |
#Although Python provides us with many list methods, it is good practice and very instructive to think about how they are implemented. Implement a Python function that works like the following: | |
#count | |
#in | |
#reverse | |
#index | |
#insert | |
def count(obj, lst): | |
count = 0 | |
for e in lst: | |
if e == obj: | |
count = count + 1 | |
return count | |
def is_in(obj, lst): | |
for e in lst: | |
if e == obj: | |
return True | |
return False | |
def reverse(lst): | |
reversed = [] | |
for i in range(len(lst)-1, -1, -1): | |
reversed.append(lst[i]) | |
return reversed | |
def index(obj, lst): | |
for i in range(len(lst)): | |
if lst[i] == obj: | |
return i | |
return -1 | |
def insert(obj, index, lst): | |
newlst = [] | |
for i in range(len(lst)): | |
if i == index: | |
newlst.append(obj) | |
newlst.append(lst[i]) | |
return newlst | |
lst = [0, 1, 1, 2, 2, 3, 4, 5, 6, 7, 8, 9] | |
print(count(1, lst)) | |
print(is_in(4, lst)) | |
print(reverse(lst)) | |
print(index(2, lst)) | |
print(insert('cat', 4, lst)) | |
#Write a Python function that will take a the list of 100 random integers between 0 and 1000 and return the maximum value. | |
#(Note: there is a builtin function named max but pretend you cannot use it.) | |
import random | |
def max(lst): | |
max = 0 | |
for e in lst: | |
if e > max: | |
max = e | |
return max | |
lst = [] | |
for i in range(100): | |
lst.append(random.randint(0, 1000)) | |
print(max(lst)) | |
#Write a function sum_of_squares(xs) that computes the sum of the squares of the numbers in the list xs. | |
def sum_of_squares(xs): | |
y = 0 | |
for z in xs: | |
y = y + square(z) | |
return y | |
def square(x): | |
return x*x | |
lst = [1,2,3,4] | |
print(sum_of_squares(lst)) | |
#Write a function to count how many odd numbers are in a list. | |
import random | |
def countOdd(lst): | |
odd = 0 | |
for x in lst: | |
if x%2 !=0: | |
odd = odd + 1 | |
return odd | |
new = [] # random list to test the function | |
for i in range(100): | |
new.append(random.randint(0,1000)) | |
print(countOdd(new)) | |
#Sum up all the even numbers in a list. | |
def sumEven(lst): | |
sum = 0 | |
for x in lst: | |
if x % 2 == 0: | |
sum = sum +x | |
return sum | |
#Sum up all the negative numbers in a list. | |
def sumNegatives(lst): | |
sum = 0 | |
for x in lst: | |
if x<0: | |
sum = sum +x | |
return sum | |
#Write a function findHypot. The function will be given the length of two sides of a right-angled triangle and | |
#it should return the length of the hypotenuse. | |
#c2=a2+b2 | |
import math | |
def findHypot(a,b): | |
c = math.sqrt(a**2 + b**2) | |
return c | |
#Write a function called is_even(n) that takes an integer as an argument and | |
#returns True if the argument is an even number and False if it is odd. | |
def is_even(n): | |
if n % 2 == 0: | |
return True | |
else: | |
return False | |
#Write a function is_rightangled which, given the length of three sides of a triangle, | |
#will determine whether the triangle is right-angled. | |
#Assume that the third argument to the function is always the longest side. | |
import math | |
def is_rightangled(a, b, c): | |
x = math.sqrt((a*a+b*b)) | |
if c == x: | |
return True | |
elif abs(c - x) < 0.0001: | |
return True | |
return False | |
print(is_rightangled(30,40,50)) | |
#It will return True if the triangle is right-angled, or False otherwise. |
hadrocodium
commented
Apr 16, 2022
"""
Although Python provides us with many list methods, it is good practice and
very instructive to think about how they are implemented. Implement a Python
function that works like the following:
a. count
b. in
c. reverse
d. index
e. insert
"""
def count(obj, lst):
count = 0
for e in lst:
if e == obj:
count = count + 1
return count
def is_in(part, whole):
for elem in whole:
if elem == part:
return True
return False
def reverse(lst):
new_lst = []
for current_elem in lst[::-1]:
new_lst.append(current_elem)
return new_lst
# Another way to define reverse function.
def reverse(lst):
return lst[::-1]
def index(elem, lst):
count_iteration = -1
for current_elem in lst:
count_iteration += 1
if current_elem == elem:
return count_iteration
return -1
# Another way to defined index function.
def index(elem, lst):
for idx, current_elem in enumerate(lst):
if current_elem == elem:
return idx
else:
return f"ValueError: '{elem}' is not in list"
def insert(elem_to_be_inserted, idx, lst):
new_lst = []
count_iteration = -1
for current_elem in lst:
count_iteration += 1
if count_iteration == idx:
new_lst.append(elem_to_be_inserted)
else:
new_lst.append(current_elem)
return new_lst
# Another way to define insert function.
def insert(elem, idx_postion, lst):
for idx, current_elem in enumerate(lst):
if idx == idx_postion:
lst[idx:idx] = [elem]
return lst
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