In one sentence, describe what the following article is about: The dry ingredients are the flour, cocoa powder, sugar, baking powder, baking soda, and salt. Place all the dry ingredients in a sifter and shake it back and forth over a bowl to eliminate the clumps. These are the eggs, vegetable oil, sour cream, and vanilla extract. Some people like to add these ingredients individually, but others stir them together in a second bowl and before adding them to the dry ingredients. Slowly pour the cake batter in. Make sure to get every bit of the batter into the pan. Then you may frost or decorate as desired. Enjoy!
Summary: Sift the dry ingredients together. Stir in the liquid ingredients and mix well. Grease and flour an 8 inch round pan. Bake at 350F (177C) for 30 minutes. Let the cake cool for five minutes. Wait until the cake is completely cool.

In one sentence, describe what the following article is about: Figure out what steps are required to solve each math problem you're assigned. Write each step on a fresh segment of a sheet of paper, and methodically solve every problem. Avoid the temptation to work out problems in your head and only write down the answers. Also avoid the temptation to only use a calculator instead of writing down the steps to a problem. In any math more complex than multiplication and division, this frequently leads to students omitting steps and making mistakes which result in wrong answers and a low grade. For example, say that you're calculating the area of a circle. First, find the radius of the circle and multiply it by 2 to find the diameter. Once you've found the diameter, multiply it by pi (3.14) to find the area. Make sure to write out each of these steps separately! Writing all of your calculations on paper will lead to correct answers and better grades. It will also help you see the progression of steps that it takes to solve a problem. This helps math seem less arbitrary or mysterious. It's best to work your math problems in pencil, not pen, since you can easily erase any mistakes you make when writing with a pencil. Once you're done with the required homework, work a couple of extra problems to become better at whatever math skill you're struggling with. Then, check your answers to find out whether or not you calculated correctly. The back pages of most math books list the answers to some or all of the equations presented in the chapters. If your answers are incorrect, try the problem again, or ask your teacher to explain the part of the problem that you find confusing. Say that you're learning algebra and are struggling to learn to add and multiply negative numbers. Take the time to work 2 or 3 problems that deal with this concept, and you'll start to understand the concept better. Math can feel overly abstract and disconnected from daily life. In many ways, though, it's quite practical. For example, the Pythagorean Theorem can help you think about the relationships between different sizes of shapes, while the mathematical constant e could help you understand growing processes in math. Finding real-world applications and connections that relate to your life can help math seem more concrete and interesting. Even parts of math that seem especially impractical, like negative numbers, are grounded in real-world interests. Negative numbers are useful in expressing concepts like financial debt, which is something you'll need to understand. Addition, subtraction, multiplication, and division are crucial basic parts of math. You'll need to understand and use these building blocks frequently in more advanced fields of math, including algebra and trigonometry. So, make sure you are adept at these functions before moving on. If you're struggling with any of these foundational math skills, there are many online math-tutorial websites that can help. For example, check out: https://www.mathplanet.com/. For another option, visit: https://schoolyourself.org/. In math courses, the topics you learn will be cumulative. This means that's it's almost impossible to understand a more complex math concept without understanding the more basic concepts that came before. Read and re-read the book examples, watch any accompanying DVD or online videos, and ask your teacher for help if you're struggling to understand a topic. For example, say you're learning how to calculate the area of shapes in geometry. Master this skill before moving on to more complex topics like rotating and reflecting shapes across axes, or you won't have a strong foundation for understanding higher-level ideas. No student is great at every area of math. However, the areas in which you're weakest are likely those that are bringing your grade down! So, take a look over your tests and homework assignments, and find the areas in which you scored the worst. Re-read the book chapter(s) that discuss your weak areas, work a few extra practice problems, and talk to your teacher about ways to improve in these areas. You'll be on your way to a higher grade in no time! For example, say you're struggling with trigonometry. Improve on this weak area by brushing up on ways to calculate the angles of various types of triangles. You could also try using flash cards to memorize key terms like "sine" and "cosine." Avoid making excuses for yourself by saying something like, "I just don't think I'm cut out for understanding long division," or "Trigonometry just goes over my head; there's nothing I can do about it." to help yourself improve at math. You can identify your own learning style by assessing the situations in which you retain academic knowledge the best. For example, think about when you enjoy classes the most: is it when you're working out math problems by hand, hearing them described, solving them in groups, or thinking about them in an abstract way? The more math you're able to learn through your particular learning style, the better you'll be able to master math concepts and boost your grade. If you enjoy online quizzes, try taking one to assess your own learning style at: http://www.educationplanner.org/students/self-assessments/learning-styles-quiz.shtml. For another learning-style quiz, check out: https://www.how-to-study.com/learning-style-assessment/. The main learning styles include: visual, verbal, social, auditory, physical (kinesthetic), logical, and solitary.
Summary: Write out every step of your problem-solving work on paper. Do extra problems to ensure you understand each concept. Apply math to real-world problems to make it more relatable. Make sure you grasp math basics that you'll need for advanced math. Master a mathematical topic before moving on to the next concept. Identify and improve on your areas of weakness. Figure out your learning style

In one sentence, describe what the following article is about: (If you're wearing a pullover hoodie, only put your arms in so that the hood is again in the front of your body.
Summary:
Rip off a piece of paper, maybe about 5" by 5". Write all of the test answers, notes and any other important information on the paper. Tape the cheat-sheet into the hood of your hoodie on the day of the test. Put your hoodie on backwards, so that the hood is in front of you. Look at the paper, easily, whenever needed.