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Marysya12 [62]
4 years ago
11

To demonstrate malleability, you must be willing to ______.

Computers and Technology
1 answer:
rjkz [21]4 years ago
5 0
<span>To demonstrate malleability, you must be willing to </span>take on new responsibilities.
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Which technology provides a solution to IPv4 address depletion by allowing multiple devices to share one public IP address
netineya [11]

Answer:

Network Address Translation (NAT).

Explanation:

An IP address is an acronym for internet protocol address and it can be defined as a unique number assigned to a computer or other network devices, so as to differentiate each device from one another in an active network system. Thus, an IP address is typically used to uniquely identify each computer or network devices connected to the internet or network.

In Computer networking, IP address are classified into two (2) main categories and these are; Local (internal) IP address and Global (external) IP address.

Also, the internet protocol (IP) address comprises of two (2) versions and these are; Internet protocol version 4 (IPv4) and Internet protocol version 6 (IPv6).

Network Address Translation (NAT) is a technology that provides a solution to IPv4 address depletion by allowing multiple devices to share one public IP address.

This ultimately implies that, Network Address Translation (NAT) is a technology used by network engineers to translate IP addresses into a single IP address on a local area network.

6 0
3 years ago
Select the best answer to the following question.
Fittoniya [83]

Answer:

I think its called "cloud computing"

8 0
3 years ago
Help please, on tuesday we have oral presentation in zoom and i am afraid to speak in front of people, and i don't know what to
Lapatulllka [165]

Answer:

You should be strong, and be sure about what you want to say. Make sure when you speak it is clear, and makes sense.

Explanation:

If you don't speak up or sound like you know what you are talking about. I like to think of it as dancing. Act like you own the stage, or in your case, like you own the presentation. Also, I suggest you speak to your teacher in private, about him ignoring you. If I were you, I would look for newer friends. Ones that won't ignore you.

6 0
3 years ago
Write a recursive function sumSquares(num) that given an integer num, returns the sum of squares of numbers from 1 to num. For e
ValentinkaMS [17]

Answer:

Here is the recursive function sumSquares(num) that takes an integer num as parameter and returns the sum of squares of numbers from 1 to num.

def sumSquares(num):

   if(num >= 0):  # checks if the value of num is less than or equal to 0

       if (num==0):  #if value of num is 0

           return 0  #returns 0 if value of num is 0

       else:  #if value of num is greater than 0

           return sumSquares(num - 1)+ num * num  #recursively calls the sumSquares method to return the sum of squares of numbers from 1 to num

   else:  # if a user enters a negative num

       (print("The number if not positive"))  #prints this message

       exit()  # exits after displaying that number if not positive message

#below print statement is used in order to check the working of the function        

print(sumSquares(3)) #calls function and passes value 3 for num

Explanation:

The program works as follows:

The function sumSquares(num) that takes an integer num as parameter and returns the sum of squares of numbers from 1 to num

The first if condition checks if value of num is positive. If this condition evaluates to true then the another if statement inside this if statement is executed which checks if the value of num is 0. If this condition evaluates to true then the program returns 0. However if this condition evaluates to false then the else part executes which has the following statement:

return sumSquares(num - 1) + num * num

For example num = 3

so the above recursive statement works as follows:

sumSquares(3-1) + 3 * 3

sumSquares(2) + 9

Note that the sumSquares() method is called again and the value 2 is passed as num. As 2 is greater than 0. So again the recursive statement executes:

sumSquares(2 - 1) + 2 * 2 + 9

sumSquares(1) + 4 + 9

sumSquares(1) + 13

sumSquare() method is called again and the value 1 is passed as num. As 1 is greater than 0. So again the recursive statement executes:

sumSquares(1 - 1) + 1 * 1 + 13

sumSquares(0) + 1 + 13

sumSquares(0) + 14

sumSquare() method is called again and the value 0 is passed as num

As the value of num=0 So the if (num == 0):  condition evaluates to true and the statement returns 0 executes which returns 0:

sumSquares(0) + 14

0 + 14

Hence the output is:

14

The screenshot of the program along with its output is attached.

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3 years ago
Order the steps for creating an outlook data file
Nataly_w [17]
On the File menu, point to New, and then choose Outlook Data File. Click Office Outlook Personal Folders File (. pst), and then select OK. In the Create or Open Outlook Data File dialog box, in the File name box, enter a name for the file, and then choose OK.
7 0
3 years ago
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