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hope this helps
The given question is not a true or false question. It is a Multiple Choice question. By googling it you can find the correct question here https://www.coursehero.com/file/poq0d6/The-practice-of-spamming-has-been-growing-because-a-it-is-unregulated-b-it-is/
The practice of spamming has been growing because it is so inexpensive and can reach so many people.
Option: D.
<u>Explanation:</u>
Spamming is sending unsolicited messages which is mostly used to prank initially. Spamming has increased these days in various forms and platforms, Mainly in the marketing field, in the form of email, direct messages, etc, to advertise products.
There are various tools that can send a message along with the sender's website or product links to multiple recipients. These tools are widely used in the spamming process. These tools require only a small amount of money either to buy a membership or to send the messages.
Moreover, most of the people around the world using smartphones have mail ids and smartphones have access to the Internet. Either 2 out of 5 people will get attracted to the message and visit the respective sender's site. That, in turn, builds traffic to the sender's site or makes the recipients buy the sender's product or services.
Answer:
Amazon. Founded in the US in 1994, Amazon started as an online bookstore that later diversified to products including media, electronics, apparel, furniture, food, toys, and jewelry.
eBay. ...
Walmart. ...
Etsy. ...
Home Depot. ...
Target. ...
Best Buy. ...
Wayfair.
Answer:
The overview of the given scenario is described in the explanation section below.
Explanation:
- BTS (Binary search tree) tends to be a tree with several nodes noting that perhaps the left sub-tree, along with its leaf, tends to have a key which is less than or equal to anything like the parental node value. The do-tree, including its leaf, seems to have a value greater than those of the key from it's own parent node.
- Binary search algorithm finds a general vicinity in the collection of O(log n) time complexity items whereby n represents the number of elements in the array.
So the provided has never been the binary search trees of its algorithm.
A. 249
B. 342
