Can i see options of what you are talking about
It should be noted that cybersquatters b. register domain names for famous trademarks or company names to which they have no connection remain connected to popular Web sites.
<h3>What is Cybersquatting?</h3>
Cybersquatting can be explained as registering as well as selling a domain name with the so that one can benefit from goodwill of someone else's trademark.
It serves as a practice of buying up domain names which is operating on names of existing businesses.
Learn more about Cybersquatting at;
brainly.com/question/21400963
Answer:
Tell about an experience with a computer virus.
Explanation:
Simon Singh's "The Code Book," tells the history of how cryptography came into being and the secret messaging world of encryption. Through the detailed narration and diving into the history of encryption, the author traces the evolution of such a process and reveals how it has had a huge impact on the world's policies.
In the given excerpt, Singh gives an example of how viruses are planted and used to spy/ get access to other people's computers. But while it is possible to get the main point of the example, <u>it would have been better if the writer includes experience with a computer virus</u> so that readers will find it easier to connect with the given example. This will enable them to better understand the working of viruses and their effects.
Thus, the correct answer is the first option.
Answer:
The correct answer to this question is option (1).
Explanation:
Let x1 = Is number of pages that printer A can print in page/minute.
thus x1 + 5 = Is number of page that printer B can print in page/minute.
As printer A finishes his work in 60 min. So the task has 60x1 pages. As printers A and B both finish that task in 24 minutes. So the equation can be given as:
60x1 = 24x1 + 24(x1 + 5)
60x1 = 24x1 + 24x1 + 120
60x1=48x1 + 120
60x1-48x1=120
12x1=120
x1=120/12
x1=10
put the value of x1 in to (60x1). Therefore, the task has 60(10) = 600 pages. the task contains 600 pages.
So the answer to this question is option (1).
Two approaches are:
Echo $$
Ps