Answer:
The answer is E, which is Nonrepudiation
Explanation:
Nonrepudiation is the confidence attached to the fact that someone cannot deny something. It directs to the ability to ensure that a party to a contract or a communication cannot deny the authenticity of their signature on a document or the sending of a message that they originated.
Yes of cource because with out internet it wont work i tried it before
Answer: (b) invisible information gathering
Explanation:
Invisible information gathering is the process in which sensitive and personal information about any authorized is collected without their acknowledgement.Example-cookies etc
- According to thew question example of invisible information gathering is depicted when links and IP address of the website visitor gets collected automatically without their knowledge.
- Other options are incorrect because data spillage, data mining and secondary usage is not determined through secret collection of information without knowledge of authorized person.
- Thus, the correct option is option(B)
I have a very good example of the program you need written on Python. You can use this (sorry for bad tabulation):
import math
import math
def main():
function = input("Enter a function f(x):\n")
x = 0
y = 0
for rows in range(10,-11,-1):
for col in range(-10,11,1):
x=col
roundfx = round(eval(function))
if roundfx == rows:
print("o", end="")
if rows==0 and col==0 and not rows == roundfx:
print("+", end="")
if col == 0 and not rows == 0 and not rows == roundfx:
print("|", end="")
if rows==0 and not col==0 and not rows == roundfx:
print("-", end="")
else:
if not rows == 0:
if not col == 0:
if not rows == roundfx:
print(" ", end="")
print()
main()
Answer: The function Stella can use to calculate the periodic payments of a loan is:
The Excel PMT function or NPER function.
Explanation: 1. The Excel PMT function is a financial function that returns the periodic payment for a loan.
2. The NPER function to figure out payments for a loan, given the loan amount, number of periods, and interest rate.