Article: . To simplify the terms inside of the radicals, try to factor them to find at least one term that is a perfect square, such as 25 (5 x 5) or 9 (3 x 3). Once you do that, then you can take the square root of the perfect square and write it outside the radical, leaving the remaining factor inside the radical. For this example, we are working with the problem 6√50 - 2√8 + 5√12. The numbers outside the radical sign are the coefficients and the numbers inside it are the radicands. Here's how you simplify each of the terms:   6√50 = 6√(25 x 2) = (6 x 5)√2 = 30√2. Here, you've factored "50" into "25 x 2" and then have pulled out the "5" from the perfect square, "25", and placed it outside of the radical, with the "2" remaining on the inside. Then, you multiplied "5" by "6", the number already outside the radical, to get 30 as the new coefficient.  2√8 = 2√(4 x 2) = (2 x 2)√2 = 4√2. Here, you've factored "8" into "4 x 2" and then have pulled out the "2" from the perfect square "4" and placed it outside the radical, leaving the "2" on the inside. Then, you multiplied "2" by "2", the number already outside the radical, to get 4 as the new coefficient.  5√12 = 5√(4 x 3) = (5 x 2)√3 = 10√3. Here, you've factored "12" into "4 x 3" and have pulled out the "2" from the perfect square "4" and placed it outside the radical, leaving the factor "3" on the inside. Then, you multiplied "2" by "5", the number already outside the radical, to get 10 as the new coefficient. Once you simplified the radicands of the terms you were given, you were left with the following equation: 30√2 - 4√2 + 10√3. Since you can only add or subtract like terms, you should circle the terms that have the same radical, which in this example are 30√2 and 4√2. You can think of this as being similar to adding or subtracting fractions, where you can only add or subtract the terms if the denominators are the same. Lining the terms up in order will make it easier for you to visualize the solution, too. Now, all you have to do is to add or subtract the coefficients of the terms with the matching radicands and leave any additional terms as part of the equation. Do not combine the radicands. The idea is that you are saying how many of that type of radicand there are, total. The non-matching terms can stay as they are.  Here's what you do:   30√2 - 4√2 + 10√3 =  (30 - 4)√2 + 10√3 = 26√2 + 10√3
Question: What is a summary of what this article is about?
Simplify any terms inside the radicals when possible Circle any terms with matching radicands. If you're working with a longer equation and there are multiple pairs with matching radicands, then you can circle the first pair, underline the second, put an asterisk by the third, and so on. Add or subtract the coefficients of the terms with matching radicands.
Article: There are many different jobs within and related to the field of accounting, ranging from bookkeepers and accounting clerks to financial analysts and corporate controllers. Spend some time online learning about the responsibilities and requirements of different positions. This will help you be better informed on your applications and interviews, and can also save you time in the long run as you'll be able to quickly sort out which positions you could be viable candidate for based on your education and experience. In any field, the Internet is quickly becoming a crucial medium for job classifieds. Post your resume on job search sites such as Career Builder and Monster, and search for accounting positions on general classifieds sites like Craigslist.  Note that there are also numerous sites online that are dedicated specifically to accounting jobs, which you should check regularly. These include accountingjobstoday.com and accountingprincipals.com. Searching for job openings regularly and applying promptly is key when competing among the vast field of online applicants. When searching for job openings online, you may want to consider related positions as well. For example, if you have an accounting degree but no relevant work experience, taking a position as a bookkeeper may help you to flesh out your resume enough to later land a position as an accountant. Contact anyone in the accounting field you may already know. A hard truth of job searching is that it is often who you know that makes the difference. If you know anyone in the accounting field--a family friend, a business contact, and of course your professors--ask them if they know of any openings. A recommendation from an established accountant can be instrumental in opening up job opportunities. When you apply for a job, do a little digging to find out about the company first, and use this knowledge in your application. Caring enough to learn about the company shows interest and initiative. Start with the company's website and social media pages. After that, you can look at what other people have written about it online. If you get an interview, make sure you know the business inside and out. You might have a dream job or a dream company that you want to work for above all others, and that's great. But you should apply for jobs with lots of different companies to increase your odds of being hired.  Experts recommend applying to 15 to 25 companies to be sure of getting a job quickly.  One nice thing about accounting work is that it is very portable. While accountants are needed everywhere, they are most in demand in big cities. If you are willing to relocate, apply for jobs outside of where you live. You may be able to find work more quickly this way. As you search for jobs, you may notice that many accounting jobs are temporary positions. If you can't secure permanent, full-time employment, taking one of these temp jobs may be a good option.  A temp job is a good way to learn the business and get some work experience while also making some money to support yourself while you continue to seek a full time position. In accounting, temp jobs are often a stepping stone to permanent positions.
Question: What is a summary of what this article is about?
Learn about different types of jobs you can do. Search for job openings online. Use your connections. Research companies you apply to. Apply to many companies. Accept a temp job if necessary.
Article: Try tucking your external genitals, then put on underwear that’s 1 to 2 sizes too small. For best results, choose garments made of elastic material instead of cotton. You could also try wearing 2 pairs of underwear, wear tight pantyhose over underwear,  or hold everything in place with a compression undergarment.  Play around with combinations of underwear and shapewear until you’ve achieved your desired results. Keep in mind your undergarments shouldn’t cause pain or cut off your circulation. It's possible to position and tape your body parts in a way that allows you to use the restroom. However, when it comes to going to the bathroom, wearing undergarments is more convenient than taping. You can purchase gaffs, or panties made especially for tucking, online and specialty stores. Gaffs are worn just like underwear, but they’re made of an elastic material that’s strong enough to hold the tuck in place. While gaffs are an effective option, many people find them too uncomfortable to wear every day. Additionally, they tend to be a lot more expensive than regular underwear. Specialty products are available online that hold the tuck more comfortably than gaffs. Additionally, some garments are designed to mimic the appearance of biologically female genitalia. On the downside, these products can be hard to find, and they can cost anywhere from $100 to $500 (U.S.).
Question: What is a summary of what this article is about?
Experiment with tight-fitting underwear or shapewear. Try wearing a gaff. Invest in a garment specially designed for gender-diverse individuals.