Problem: Article: You may be passionate about obtaining an advanced degree, starting a family, creating a successful business or writing a book. Begin visualizing these goals and talk to competent people about how you might achieve your aspirations. Ask yourself what really makes you happy and try to follow your happiness. It is a bad idea to follow a life trajectory just because someone tells you to. However, other people will be able to recognize your strengths in an unbiased way that you often cannot. Listen to what they say about your strengths and weaknesses. Try to tailor your goals to your strengths. For example, if you are good at drawing, consider careers in visual design. If you are good at writing, think about how you can leverage that in your own career. That doesn't necessarily mean that you should commit yourself to being a novelist or an artist, which can be difficult careers. But you should consider other careers that utilize these skills, like advertising, architecture, interior design, or law. For example, you might have an innovative business concept, but not enough capital to get it off the ground. It is impractical to get into sports or some professional careers past a certain age. Talk to people who have followed the route you are entertaining to determine if it is viable option for you.
Summary: Clarify your life goals. Recognize your strengths. Identify obstacles that may interfere with your goal.

INPUT ARTICLE: Article: Work with 12 tablespoon (7.4ml) of the dressing at a time. Use your hands to gently toss the dressing through the greens until they are evenly coated. If some of the greens are still dry after adding dressing, put in another 12 tablespoon (7.4ml). Don't add too much dressing right away or your salad may get soggy.

SUMMARY: Add a small amount of the dressing and mix it in with your hands.

In one sentence, describe what the following article is about: You might not be able to find any properties on your own, either online or in the newspaper. Don't worry. You can work with a broker, who can find something suitable based on your needs. Get referrals to a tenant broker in the following ways: Talk to your real estate attorney. They should know local brokers. Ask someone who rents commercial real estate. Tell them you are looking to rent and ask for the name of their broker. Look at the Loopnet website and click on "Find a Broker." Commercial real estate brokers typically charge around 3% of the total lease costs. Accordingly, a five-year lease at 20,000 a year would cost around $3,000 in brokerage fees. However, you might be able to negotiate a flat fee, which could be lower. Many landlords pay for the brokerage fee, so find that out ahead of time. If the landlord pays, then using a broker is an ideal way to retail space. Brokers typically want you to work exclusively with them. Accordingly, they may ask you to sign a representation agreement, where you agree to pay their brokerage fee even if you find a property on your own. Consider whether this is your best option. For example, you might sign this agreement if you have a lot of confidence in the broker's ability to find you a property, or if there isn't a lot of retail space available in your town. Consider a non-exclusive agreement instead, in which you pay the broker a fee only if they actually find you a property.
Summary: Obtain referrals. Ask about the broker's fee. Consider signing an exclusive representation agreement.

In one sentence, describe what the following article is about: When solving an equation with binomials, especially complex binomials, it can seem like there is no way everything will match. For example, try to solve 5y2y2=3y{\displaystyle 5y-2y^{2}=-3y}. One way to solve it, especially with exponents, is to factor first. Practice Problem: 5y2y2=3y{\displaystyle 5y-2y^{2}=-3y} Remember that binomials must only have two terms. If there are more than two terms you can learn to solve polynomials instead. This whole strategy relies on one of the most basic facts of math: anything multiplied by zero must equal zero. So if you equation equals zero, then one of your factored terms must equal zero! To get started, add and subtract so one side equals zero. Practice Problem: 5y2y2=3y{\displaystyle 5y-2y^{2}=-3y} Set to Zero: 5y2y2+3y=3y+3y{\displaystyle 5y-2y^{2}+3y=-3y+3y} 8y2y2=0{\displaystyle 8y-2y^{2}=0} At this point, you can pretend the other side doesn't exist for a step. Just find the greatest common factor, divided it out, and then create your factored expression. Practice Problem: 5y2y2=3y{\displaystyle 5y-2y^{2}=-3y} Set to Zero: 8y2y2=0{\displaystyle 8y-2y^{2}=0} Factor: 2y(4y)=0{\displaystyle 2y(4-y)=0} In the practice problem you are multiplying 2y by 4 - y, and it must equal zero. Since anything multiplied by zero equals zero, this means either 2y or 4 - y must be 0. Create two separate equations to figure out what y must be for either side to equal zero. Practice Problem: 5y2y2=3y{\displaystyle 5y-2y^{2}=-3y} Set to Zero: 8y2y2+3y=0{\displaystyle 8y-2y^{2}+3y=0} Factor: 2y(4y)=0{\displaystyle 2y(4-y)=0} Set both parts to 0: 2y=0{\displaystyle 2y=0} 4y=0{\displaystyle 4-y=0} You might have one answer, or more than one. Remember, only one side has to equal zero, so you might get a few different values of y that solve the same equation. For the end of the practice problem: 2y=0{\displaystyle 2y=0} 2y2=02{\displaystyle {
rac {2y}{2}}={
rac {0}{2}}} y = 0 4y=0{\displaystyle 4-y=0} 4y+y=0+y{\displaystyle 4-y+y=0+y} y = 4 If you got the right values for y then you should be able to use them to solve the equation. It is simple as trying each value of y in place of the variable, as shown. Since the answer were y = 0 and y = 4: 5(0)2(0)2=3(0){\displaystyle 5(0)-2(0)^{2}=-3(0)} 0+0=0{\displaystyle 0+0=0} 0=0{\displaystyle 0=0} This answer is correct 5(4)2(4)2=3(4){\displaystyle 5(4)-2(4)^{2}=-3(4)} 2032=12{\displaystyle 20-32=-12} 12=12{\displaystyle -12=-12} This answer is also correct.
Summary:
Use factoring to simplify equations and make them easier to solve. Add and subtract so that one side of the equation is equal to zero. Factor the non-zero side just like normal. Set both inside and outside the parenthesis as equal to zero. Solve both equations for zero to get your final answer or answers. Plug your answers back in to ensure that they work.