Answer:
A clear outline of the consequences of violating the policy is the correct answer to this question.
Explanation:
AUPs are used by schools and universities, corporations, businesses, internet and hosting service providers, and website owners. An acceptable use of policy in AUP helps in many ways:
- Online platforms and applications require users to sign the policy before granting access to any information database, online shop, or other networks.
- An acceptable use policy helps in reducing risk when it comes to online safety, decreased productivity, and damage to both the company and the users.
- One of the main reasons why an acceptable use policy is important is to ensure the safety of users.
- Use of policy is also known as fair use policy.It is set of rules applied by the owner of the network or website.
Answer:
Massachusetts Institute of Technology (MIT)
Explanation:
So here are the answers that would best complete the given statements above.
1. <span>The standard resolution for graphics on the Web is 72 dpi.
2. </span> The larger the <span>resolution, the larger the file size.
3. </span>An Inline <span>image is an image that appears on a Web page.
4. File </span><span>size, download times, and the number of colors are factors that will help you decide which graphic format you should use.
5. </span> Adobe Photoshop <span>is an image editing program.
6. The IMG tag </span><span>s used to bring an image into a Web site.
7. The PNG </span><span>format was the most recently developed popular graphic format. </span>
Answer:
def prime_generator(s, e):
for number in range(s, e+1):
if number > 1:
for i in range(2, number):
if (number % i) == 0:
break
else:
print(number)
prime_generator(6,17)
Explanation:
I believe you want to ask the prime numbers between s and e.
- Initialize a for loop that iterates from s to e
- Check if the number is greater than 1. If it is, go inside another for loop that iterates from 2 to that number. If the module of that number to any number in range (from 2 to that number) is equal to 0, this means the number is not a prime number. If the module is not equal to zero, then it is a prime number. Print the number
