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ollegr [7]
1 year ago
12

which of the following commands can be used to display any email messages awaiting delivery alongside the reason that they were

not delivered?
Computers and Technology
1 answer:
Rasek [7]1 year ago
6 0

The command that can be used to display any email messages awaiting delivery alongside the reason that they were not delivered is known as Mailq.

<h3>What is Email?</h3>

Email stands for Electronic mail. It may be defined as a type of method that significantly involves the exchange of computer-stored messages from one user to one or more recipients via the internet.

The command "Mailq" stands for mail queue. It is the command in Linux that prints the queued mail gain in form of sending it to the user. This command prints a list of messages that are in the mail queue. It is the same as the Sendmail-bp command.

Therefore, "mailq" is the command that can be used to display any email messages awaiting delivery alongside the reason that they were not delivered.

To learn more about Email, refer to the link:brainly.com/question/24688558

#SPJ1

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Explanation:

An entity that has good business continuity and disaster recovery plan maintains its full operational activities and processes after a business disaster.   After the business disaster, the entity may even grow bigger, because it has identified critical functions and their dependencies for continued growth.  While the period is a time of recovery, for business entities that are well-prepared, the recovery period offers a unique opportunity for innovation and rapid recovery and development on all fours: organization, processes, people, and performance.

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What will the following code display? #include using namespace std; void doSomething(int); int main() { int x{2}; cout &lt;&lt;
Leno4ka [110]

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The code will display the following on the screen:-

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2 years ago
71 81 77 15 63 96 36 51 77 18 17
sp2606 [1]

Answer:

Following are the solution to this question:

Explanation:

This algorithm uses the divide and rule approach works, which splits the list into two sublists depending on if they are smaller or larger than the pivotal factor. It has O(n*log n) complexity.

It splits down the list in more than one version frequently till every sublist becomes based on a single element and fuses it to offer an ordered array. The merge type works according. It has O(n*log n) complexity.

Please find the attachment file of the sorting.

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2 years ago
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