Answer:
d. They serve to help educate users on how to use software more securely.
Explanation:
A software policy can be defined as a set of formally written statements that defines how a software application or program is to be used.
The purpose of application software policies is that they serve to help educate users on how to use software more securely. It must be easy to read, learn and understand by the end users.
In python 3.8:
user_input = input().split()
x = user_input[0]
char = user_input[-1]
for w in range(1,int(x)+1):
if char in user_input[w]:
print(user_input[w])
I hope this helps
Answer:
PRINT "Values for Principal (P), Rate (A) and Time (T)"
INPUT P, A, T
I = P * A * T/100
Amount = P + I
PRINT "Interest: ", I
PRINT "Amount: ", Amount
Explanation:
This prompts the user for values for Principal, Rate and Time
PRINT "Values for Principal (P), Rate (A) and Time (T)"
This gets values for Principal (P), Rate (R) and Time (T)
INPUT P, A, T
This calculates the interest (I)
I = P * A * T/100
This calculates the amount (A)
Amount = P + I
This prints the interest (I)
PRINT "Interest: ", I
This prints the amount (A)
PRINT "Amount: ", Amount
A big question or problem in the tech field that i would like to solve is Data security.
<h3>What is Data security ?</h3>
Data security can be regarded as process of protecting data from unauthorized user as well as protection from data corruption .
I will like to solve this problem because as advances in technology, the data of individual or organization is not been total secured and this is posing so much loss to individuals.
Data security are;
- data encryption
- hashing
- tokenization
Learn more about Data security at;
brainly.com/question/17493537
Answer:
A Red Black Tree is a type of self-balancing(BST) in this tree ,each node is red or black colored. The red black tree meets all the properties of the binary search tree, but some additional properties have been added to a Red Black Tree.
A Red-Black tree's height is O(Logn) where (n is the tree's amount of nodes).
In a red-black tree with black height k
The maximum number of internal nodes is 
.
The smallest possible number is 
.
