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Darya [45]
3 years ago
5

Today's Apple Mac computers run with the same I-Ternal hardware as the Windows based PC true or false

Computers and Technology
1 answer:
Ksivusya [100]3 years ago
5 0
Kinda of both. The processor, memory, hard drive and displays are all standard components and are provided by a variety computer competent manufacturers (except for the processors which are all supplied by Intel). Yet - while many components are standard - NO, the core, hardware components, like logic boards (motherboard), video cards, and other specialty components (some display connectors and displays, for example) are propriety Apple designs.
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What is a data source in OLE?​
babunello [35]

Answer:

OLE DB Driver for SQL Server uses the term data source for the set of OLE DB interfaces used to establish a link to a data store, such as SQL Server. Creating an instance of the data source object of the provider is the first task of an OLE DB Driver for SQL Server consumer.

Explanation:

hope it helps you and give me a brainliest

6 0
1 year ago
A design tool helps you plan, evaluate, and explain your ideas to create a product. Some examples of design tools are outlines,
Leni [432]
I might be true and might not which chances are 50%
8 0
3 years ago
Suppose two packets arrive to two different input ports of a router at exactly the same time. Also suppose there are no other pa
AlladinOne [14]

Answer:

See attached pictures.

Explanation:

See attached pictures.

7 0
3 years ago
You have been asked to write a username validation program for a small website. The website has specific rules on what constitut
umka21 [38]

Answer:

#function to validate username

def valid_username(username):

   

   #checking is length is between 8 to 15

   length_valid=True

   if(len(username)<8 or len(username)>15):

       length_valid=False;

   

   #checking is string is alphanumeric

   alphanumeric=username.isalnum()

   

   #checking first_and_last Characters of string is not digit

   first_and_last=True

   if(username[0].isdigit() or username[len(username)-1].isdigit()):

       first_and_last=False

   

   #counting uppercase lowercase and numeric Characters in string

   uppercase=0

   lowercase=0

   numeric=0

   

   for i in username:

       if(i.isdigit()):

           numeric=numeric+1

       elif(i.isalpha()):

           if(i.isupper()):

               uppercase=uppercase+1

           else:

               lowercase=lowercase+1

               

   valid_no_char=True

   if(uppercase<1 or lowercase<1 or numeric<1):

       valid_no_char=False

           

 

   #printing the result

   print("Length of username: "+str(len(username)))

   print("All Characters are alpha-numeric: "+str(alphanumeric))

   print("First and last Character are not digit: "+str(first_and_last))

   print("no of uppercase characters in the username: "+str(uppercase))

   print("no of lowercase characters in the username: "+str(lowercase))

   print("no of digits in the username: "+str(numeric))

   

   #checking string is Valid or not

   if(length_valid and alphanumeric and first_and_last and valid_no_char):

       print("Username is Valid\n")

       return True

   else:

       print("username is invalid, please try again\n")

       return False

#loop runs until valid_username enterd by user

while(True):

   

   username=input("Enter a username: ")

   if(valid_username(username)):

       break

Explanation:

The code was created by considering all the required cases asked in the question.

In this program, I asked username from the user continuously until it enters a valid username

first it check for length of string

then check is string contains only alphanumeric characters

then first and last digit is or not

than no of uppercase lowercase and numeric character

using the above parameter declare username valid or not

3 0
3 years ago
Which are examples of normative goals
Debora [2.8K]

Answer:

Goal-based decision making is goal generation together with goal-based planning

This decomposition of decision making in goal generation and planning raises several

questions, such as:

– How to represent beliefs? How to represent obligations? In this paper we represent

beliefs and obligations by rules, following the dominant tradition in deontic logic

(see e.g. [26,27]).

– How to develop a normative decision theory based on belief and obligation rules?

In this paper we introduce a qualitative decision theory, based on belief (B) and

obligation (O) rules.

6 0
3 years ago
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