14.06.2015 Views

CQIjXv

CQIjXv

CQIjXv

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

2 Linear Algebra For Dummies<br />

book where you find the information you may need. In fact, throughout this<br />

book, I send you scurrying to find more information on topics in other places.<br />

The layout of the book is logical and follows a plan, but my plan doesn’t have<br />

to be your plan. Set your own route.<br />

Conventions Used in This Book<br />

You’ll find the material in this book to be a helpful reference in your study<br />

of linear algebra. As I go through explanations, I use italics to introduce new<br />

terms. I define the words right then and there, but, if that isn’t enough, you<br />

can refer to the glossary for more on that word and words close to it in meaning.<br />

Also, you’ll find boldfaced text as I introduce a listing of characteristics<br />

or steps needed to perform a function.<br />

What You’re Not to Read<br />

You don’t have to read every word of this book to get the information you<br />

need. If you’re in a hurry or you just want to get in and out, here are some<br />

pieces you can safely skip:<br />

✓ Sidebars: Text in gray boxes are called sidebars. These contain interesting<br />

information, but they’re not essential to understanding the topic at<br />

hand.<br />

✓ Text marked with the Technical Stuff icon: For more on this icon, see<br />

“Icons Used in This Book,” later in this Introduction.<br />

✓ The copyright page: Unless you’re the kind of person who reads the<br />

ingredients of every food you put in your mouth, you probably won’t<br />

miss skipping this!<br />

Foolish Assumptions<br />

As I planned and wrote this book, I had to make a few assumptions about<br />

you and your familiarity with mathematics. I assume that you have a working<br />

knowledge of algebra and you’ve at least been exposed to geometry and<br />

trigonometry. No, you don’t have to do any geometric proofs or measure<br />

any angles, but algebraic operations and grouping symbols are used in linear<br />

algebra, and I refer to geometric transformations such as rotations and reflections<br />

when working with the matrices. I do explain what’s going on, but it<br />

helps if you have that background.

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!