That statement is true.
In recent technologies, folder can contain whatever users want it to contain. Not only, that, users could also arrange the maximum size of files that a folder could contain or the visibility status of each items that will be placed on the shoulder in case they need some sort of privacy for his/her files
Answer:
Following is the program in Python language
def uniquely_sorted(lst1): #define the function uniquely_sorted
uni_que = [] #creating an array
for number in lst1: #itereating the loop
if number not in uni_que: #check the condition
uni_que.append(number)#calling the function
uni_que.sort() #calling the predefined function sort
return uni_que #returns the unique values in sorted order.
print(uniquely_sorted()([8, 6, 90, 76])) #calling the function uniquely_sorted()
Output:
[6,8,76,90]
Explanation:
Following are the description of the Python program
- Create a functionuniquely_sorted() that takes "lst1" as a list parameter.
- Declared a uni_que[] array .
- Iterating the loop and transfer the value of "lst1" into "number"
- Inside the loop call, the append function .the append function is used for adding the element in the last position of the list.
- Call the predefined function sort(for sorting).
- Finally, call the function uniquely_sorted() inside the print function.
It's usually in C: drive.
<span>C:\$Recycle.Bin
</span>But if you have several drives, there are Recycle Bins each drive.
Answer:
Hi!
Let's make a quick debug of the code:
i j Output
0+0 = 0
0+1 = 1
0+2 = 2
0+3 = 3
1+0 = 1
1+1 = 2
1+2 = 3
1+3 = 4
2+0 = 2
2+1 = 3
2+2 = 4
2+3 = 5
3+0 = 3
3+1 = 4
3+2 = 5
3+3 = 6
4+0 = 4
4+1 = 5
4+2 = 6
4+3 = 7
The total outputs is 20.
Explanation:
In the first iterations of the loop for the final value of the <em>i</em> is 1 and the final condition to stop of the do while is (<em>i</em> < 5) , so the iteration of for continues many times until <em>i</em> break the condition.
(5*4 = 20)
And after that you get 20 outputs.
I hope it's help you.
Answer:
% is a modulus operator in most languages, returning the remainder when the preceding number is divided by the following one . Assuming the language this question pertains to is one of those, then the answer is 3.
