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다항식의 인수분해

 

Polynomial Factorizations

 

 

 

Students need the best teacher, so you need examples,

 

because examples are the best teacher. All the

 

examples here are fully worked, and help you run your

 

math easier and fast enough.

 

 

And this book is about factorizations of polynomials,

 

often called factoring polynomials. So the book explains

 

how to manipulate polynomials; thus, it helps learn

 

how to change, alter, convert, or modify expressions so

 

that you can come up with the ones you need. The ones

 

are solutions, of course. And that’s what polynomial

 

factorizations are about.

 

 

The book does not just explain. But it helps you follow

 

steps to the solution, too, so that you understand how

 

expressions change, and see how calculations flow.

 

You should not just follow steps though. After your

 

understanding, you should solve all examples by

 

yourself without looking at the steps. If only you do it

 

yourself, it’s all yours.

 

 

And doing it, put your steps in your writing without

 

looking at the steps in the solution pages. Also, use a

 

pen, not a pencil. Making an error, just cross that out

 

with a single strike only, put the correction next to it,

 

and move on so that you can check what you have

 

done. Using erasers, you cannot see what you have

 

done. We learn a lot from mistakes. And that’s not it.

 

 

You can find and get a lot of examples, practice

 

sets, on this website: www.runmath.com. Thus, you

 

may want to go to the web page for the book samples

 

and practice examples, and get them downloaded

 

and do them all.

 

 

So the book will get you not only factoring polynomials

 

but enhance your algebra. You will thus, soon be able to

 

change, alter, convert, or modify math expressions so

 

that you can get to the solutions fast.

 

 

You can read or get the book downloaded clicking the

 

logo button below. Using a pdf reader, your reading the

 

book is much easier.

 

 

 

May your math run very well.

 

Seong R. Kim

 

M.S. Math. Rensselaer Polytechnic Institute

 

 

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