If you see ##### in a cell, you should

Computers and Technology

1 answer:

Hatshy [7]3 years ago

3 0

Re-read what you've typed in that cell see if you typed it correctly.

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What are three recommendations for reducing risk and improving the privacy of your personal information while using social media

viktelen [127]

Answer:

1. Treat the “about me” fields as optional.

2. Become a master of privacy settings.

3. Know the people you friend.

Explanation:

1. Treat the “about me” fields as optional.

Because these fields are offered, however, doesn’t mean you must fill them out. Consider offering a general version of the information requested or simply leaving the field blank. For instance, listing only your state of residence, instead of both city and state, can make it harder for others to figure out exactly where you live.

2. Become a master of privacy settings.

All social media sites give you the option to limit post viewing to specific audiences. Take the time to explore these settings, try different options, and become a master of their use.

3. Know the people you friend.

Once upon a time, social media users competed with one another to have the largest number of connections. Today, however, smart social media users know that the more people you’re connected to, the harder it is to control what happens to the information you post. Make sure you know the people you add on social media, in real life if possible. Don’t hesitate to use the “block” feature when the situation seems to call for it.

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3 years ago

write ms-dos command to list all the files and folders of EIGHT sub directory of C: drive in ascending order according to file n

Anna007 [38]

The dir command displays information about files and directories, and how much disk space is available. By default, it displays the name, size, and last modification time of every file in the current directory.

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3 years ago

Suppose the work required to stretch a spring from 1.1m beyond its natural length to a meters beyond its natural length is 5 J,

Nadya [2.5K]

Answer:

Explanation:

The formula for the work done on a spring is:

$W = \frac{1}{2}kx^{2}$