Answer:
The answer is "The reader wants to see how your product looks".
Explanation:
Some information is missing in the question. so, the correct choice can be described as follows:
- The corporation uses records and reports to transfer facts, statistics, and figures, including explanations for enhancing activities, administration, and sales.
- It generally refers to the various documentation, all with various sections and contents.
- In the organization's usage of records for correspondence, transaction, and product research, that's why the "reader wants to see how your product looks" is the correct choice.
Answer:
video downloaded from a website and played on a portable electronic device
Explanation:
Answer:
The order of the efficiencies is as following:-
10,000 < 2n < nlog(n) < n5 < n!.
Explanation:
10,000 is constant time whatever will be the size of the problem the efficiency will remain the same.
2n this efficiency is linear it will grow proportionally as the size of the problem increases.
nlog(n) this efficiency is is a bit greater than 2n though it will grow faster than 2n but slower than n2 as the size of the problem increases.
n5 this efficiency is very poor.It is growing very rapidly as the size of the problem increases.
n! is the worst efficiency of them all.
n!=n*(n-1)*(n-2)*(n-3)*(n-4)*.......2*1.
It will grow beanstalk in jack and the beanstalk.
Answer:
abacus . Mesopotamia or China, possibly several thousand years BCE. ...
binary math . Pingala, India, 3rd century BCE. ...
punched card . Basile Bouchon, France, 1725. ...
Explanation:
:)
Answer:
- import sys
-
- def fibonacci(n):
- if(n == 0 or n == 1):
- return n
- else:
- return fibonacci(n - 2) + fibonacci(n-1)
-
- num = int(sys.argv)
- output = ""
-
- for i in range(1, num+1):
- output += str(fibonacci(i)) + " "
-
- print(output)
Explanation:
Firstly, we import sys module as we need to accepts n as command line argument (Line 1).
Next, create a function fibonacci takes take one input n (Line 3). If the n is zero or one, return the n itself (Line 4-5). Otherwise, the program shall run the recursive call to the fibonacci function itself by putting n-2 and n-1 as function argument, respectively (Line 6-7).
After that, use the sys.argv to get the command line argument and assign the value to num (Line 9).
Use a for loop to generate the output string by progressively calling the fibonacci function and join the return result to the output string (Line 12-13).
At last print the output string (Line 15).
