You have multiple manufacturing computers that control the machinery to several assembly lines. The software for the assembly line controls rarely changes. The assembly lines cannot go down because of problem Windows updates or new features.

Q. What do you recommend?

Since the assembly lines cannot go down because of problem Windows updates or new features, I would recommend that the automatic update of Windows should be turned OFF or limited to essential updates only.

An operating system (OS) is a system software that's usually pre-installed on a computing device by the manufacturers, so as to manage random access memory (RAM), software programs, computer hardware and all user processes.

In Computer technology, some examples of an operating system used on various computers include the following:

Generally speaking, we know that the software used on manufacturing computers in the assembly line controls rarely changes and as such to prevent the assembly lines from going down due to issues associated with Windows updates or new features, I would recommend that automatic update and new features of Windows should be disabled, turned OFF or limited to essential updates only.

Additionally, Windows 10 Enterprise Long-Term Servicing Branch (LTSB) can also be installed to solve this problem.

Read more on Windows updates here: https://brainly.com/question/15329847

#SPJ1

The value of the expression X(X+Y) is X
O a. True
b. False

The code is working fine but I keep getting an EOF error on my 2nd last line.
program:
# option list for user choice
option = ['y', 'yes', 'YES', 'n', 'no', 'NO']
# invalid characters for hawaiian language
invalid_letters = {"b", "c", "d", "f", "g", "j", "q", "r", "s", "t", "v", "x", "y", "z"}
# dictionary for pronunciation of the letters of word
dictionary = {
'a' : 'ah',
'e' : 'eh',
'i' : 'ee',
'o' : 'oh',
'u' : 'oo',
'ai' : 'eye',
'ae' : 'eye',
'ao' : 'ow',
'au' : 'ow',
'ei' : 'ay',
'eu' : 'eh-oo',
'iu' : 'ew',
'oi' : 'oy',
'ou' : 'ow',
'ui' : 'ooey',
'p' : 'p',
'k' : 'k',
'h' : 'h',
'l' : 'l',
'm' : 'm',
'n' : 'n',
'w' : ['v', 'w']
}
# loop for user input
while option not in ['n', 'no']:
Alolan_word = input("Enter a hawaiian word: ").lower()
word = ' ' + Alolan_word + ' '
pronunciation = ''
skip = False

# loop for traversing the word by character wise
# match each character of word with elements of invalid_letters
for letter in Alolan_word:
if letter in invalid_letters:
print("Invalid word, " + letter + " is not a valid hawaiian character.")
break

# loop for scanning the accepted word letter wise
# match each letter of th word with corresponding pronunciation in the dictionary
for index in range(1,len(word)-1):
letter = word[index]

if skip:
skip = False
continue

if letter in {'p','k','h','l','m','n'}:
pronunciation += dictionary[letter]

if letter == 'w':
if word[index-1] in {'i','e'}:
pronunciation += dictionary[letter][0]
else:
pronunciation += dictionary[letter][1]


if letter == 'a':
if word[index+1] in {'i','e'}:
pronunciation += dictionary['ai'] + '-'
skip = True
elif word[index+1] in {'o', 'u'}:
pronunciation += dictionary['ao'] + '-'
skip = True
else:
pronunciation += dictionary[letter] + '-'

if letter == 'e':
if word[index+1] == 'i':
pronunciation += dictionary['ei'] + '-'
skip = True
elif word [index+1] == 'u':
pronunciation += dictionary['eu'] + '-'
skip = True
else:
pronunciation += dictionary[letter] + '-'

if letter == 'i':
if word[index+1] == 'u':
pronunciation += dictionary['iu'] + '-'
skip = True
else:
pronunciation += dictionary[letter] + '-'

if letter == 'o':
if word[index+1] == 'i':
pronunciation += dictionary['oi'] + '-'
skip = True
elif word [index+1] == 'u':
pronunciation += dictionary['ou'] + '-'
skip = True
else:
pronunciation += dictionary[letter] + '-'

if letter == 'u':
if word[index+1] == 'i':
pronunciation += dictionary['ui'] + '-'
skip = True
else:
pronunciation += dictionary[letter] + '-'

if letter in {"'", ' '}:
if pronunciation[-1] == '-':
pronunciation = pronunciation[:-1]
pronunciation += letter

if pronunciation[-1] == '-':
pronunciation = pronunciation[:-1]

# display the pronounciation of accepted word in hawaiian language
print(Alolan_word.upper() + " is pronounced " + pronunciation.capitalize())
option = input("Would you like to enter another word? [y/yes, n/no] ").lower()

print("All done.")

Hello, I desprately need help in python with this question. I have tried everything:This is the question:



4.19 LAB: Driving costs - functions

Driving is expensive. Write a program with a car's miles/gallon and gas dollars/gallon (both floats) as input, and output the gas cost for 10 miles, 50 miles, and 400 miles.

Output each floating-point value with two digits after the decimal point, which can be achieved as follows:
print('{:.2f}'.format(your_value))

Ex: If the input is:

20.0
3.1599
the output is:

1.58
7.90
63.20
Your program must define and call the following driving_cost() function. Given input parameters driven_miles, miles_per_gallon, and dollars_per_gallon, the function returns the dollar cost to drive those miles.

Ex: If the function is called with:

50 20.0 3.1599


This is my code:

miles_per_gallon = float(input('miles_per_gallon: '))
dollars_per_gallon = float(input('dollars_per_gallon: '))
dollars_per_mile = dollars_per_gallon/miles_per_gallon


your_value1 = 10 * dollars_per_mile
your_value2 = 50 * dollars_per_mile
your_value3 = 400 * dollars_per_mile

print('{:.2f} {:.2f} {:.2f}'.format(your_value1, your_value2, your_value3))



Can someone tell me what I'm doing incorrectly or show me? Thanks truly.



Lily

The reduction of the amount of medication in the body can be modeled by
the equation , where A is the amount at time t, A0 is the amount at
t = 0, and k is the decay constant ( ). The half-life time of a certain
medication is 3.5 h. A person takes 400 mg of the medication at t=0, and
then additional 400 mg every 4 h. Determine the amount of the medication
in a patient’s body 23 h after taking the first dose.
After determining the value of k, define a vector
(the time since taking each dose) and calculate the corresponding values of
A. Then use MATLAB’s built-in function sum to determine the total
amount.