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One-thousand-one algebra problems: You must wonder what inspired such an endeavor.
One possibility for the inspiration is 1,001 Arabian Nights. (Okay, I'm really stretching here, but why not?) 1,001 Arabian Nights is a collection of stories and folk tales, compiled over several centuries. Likewise, 1,001 Algebra II Practice Problems For Dummies is a collection of math problems and explanations, and some of them involve interesting stories. This book wasn't compiled over centuries (though my editors say it seemed to take that long), but the concepts and ideas involved took mathematicians centuries to develop.
Practice makes perfect. Unlike other subjects in which you can just read or listen and absorb the information sufficiently, mathematics takes practice. The only way to figure out how the different algebraic rules work and interact with one another is to get into the problems - get your hands dirty, so to speak. Many problems appear to be the same, on the surface, but different aspects and challenges have been inserted to make the different problems unique. The concepts become more set in your mind when you work with the problems and have the properties confirmed with your solutions.
Yes, whether it's 1,001 algebra problems or 1,001 mathematical adventures, you'll find them here. Enjoy!
This book contains 1,001 algebra problems, their answers, and complete solutions to each. There are 17 problem chapters, and each chapter has many different sets of questions. The sets of questions are sometimes in a logical, sequential order, going from one part of a topic to the next and then to the next. Other times the sets of questions represent the different ways a topic can be presented. In any case, you're given brief instructions on doing the problems. And sometimes you're given a particular formula or format to use. Feel free to refer to other algebra books, such as Algebra II For Dummies, to give you ideas on how to solve some of the problems.
Instead of just having answers to the problems, you find a worked-out solution for each and every one. Flip to the last chapter of the book for the step-by-step processes needed to solve the problems. The solutions include verbal explanations inserted in the work where necessary. Sometimes an alternate procedure may be offered. Not everyone does algebra exactly the same way, but this book tries to provide the most understandable and success-promoting process to use when solving the algebra problems presented.
This workbook is divided into two main parts: questions and answers. But you probably figured that out already.
The questions chapters cover many different topics:
Solving nonlinear equations and inequalities: Quadratic equations are by far one of the most used and referred-to equation types in secondary mathematics. That's why you'll find techniques such as factoring (with the multiplication property of zero), the square root rule, the quadratic formula, and completing the square to be the main methods covered here.
Throw in some radical equations (square roots, cube roots) and rational equations (fractional expressions), and you have more tricks and techniques to practice so you can increase your repertoire.
This part provides not only the answers to all the questions but explanations of the answers as well. So, you get the solution, and you see how to arrive at that solution.
In addition to what you're reading right now, this book comes with a free, access-anywhere Cheat Sheet that includes tips and other goodies you may want to have at your fingertips. To get this Cheat Sheet, simply go to www.dummies.com and type Algebra II: 1001 Practice Problems For Dummies into the Search box.
www.dummies.com
The online practice that comes free with this book offers you the same 1,001 questions and answers that are available here, presented in a multiple-choice format. The beauty of the online problems is that you can customize your online practice to focus on the topic areas that give you trouble. If you're short on time and want to maximize your study, you can specify the quantity of problems you want to practice, pick your topics, and go. You can practice a few hundred problems in one sitting or just a couple dozen, depending on whether you can focus on a few types of problems or prefer a mix of several types. Regardless of the combination you create, the online program keeps track of the questions you get right and wrong so you can monitor your progress and spend time studying exactly what you need.
To gain access to the online practice, you simply have to register. Just follow these steps:
www.dummies.com/go/getaccess
If you don't receive this email within two hours, please check your spam folder before contacting us through our technical support website at ?http://support.wiley.com or by phone at 877-762-2974.
http://support.wiley.com
Now you're ready to go! You can come back to the practice material as often as you want - simply log in with the username and password you created during your initial login. No need to enter the access code a second time.
Your registration is good for one year from the day you activate your PIN.
The written directions given with the individual problems are designed to tell you what you need to do to get the correct answer. Sometimes the directions may seem vague if you aren't familiar with the words or the context of the words. Go ahead and look at the solution to see whether that helps you with the meaning. But if the vocabulary is still unrecognizable, you may want to refer to the glossaries in algebra books, such as Algebra I For Dummies or Algebra II For Dummies, written by yours truly and published by John Wiley & Sons, Inc.
This book is designed to provide you with enough practice to become very efficient in algebra, but it isn't intended to give the step-by-step explanation on how and why each step is necessary. You may need to refer to Algebra II For Dummies or Algebra II Essentials For Dummies (also written by me) to get more background on a problem or to understand why a particular step is taken in the solution of the problem.
Algebra is sometimes seen as being a bunch of rules without a particular purpose. Why do you have to solve for the solutions of a quadratic equation? Where will you use that again? The answers to all these questions are more apparent when...
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