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Square Roots: Square Root Expressions and Step-by-Step Simplification (en Inglés)
Arben Alimi
(Autor)
·
Trina Alimi
(Ilustrado por)
·
Createspace Independent Publishing Platform
· Tapa Blanda
Square Roots: Square Root Expressions and Step-by-Step Simplification (en Inglés) - Alimi, Trina ; Alimi, Arben
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Origen: Estados Unidos
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Reseña del libro "Square Roots: Square Root Expressions and Step-by-Step Simplification (en Inglés)"
Simplify Square RootsThis book is meant to teach you almost everything you need to know so that you can seamlessly simplify algebraic expressions composed of square roots. Square Roots is a collection of 50 carefully selected and solved exercises. All the examples are solved step-by-step, without a step skipped. Not only are the solutions easy to read and follow, but there are plenty of detailed explanations in plain English as well.There is nothing for you to solve on your own. We did the solving. All that is expected from you is to do the learning. Go over the easy to understand examples and let your brain enjoy and digest the solutions.If you are a beginner student, there are many easy examples so that you can build a strong foundation. If you are an advanced student, there are lots of challenging and refreshing examples too. Whether you are a beginner or advanced student, you will benefit greatly from this book and all confusion about simplifying square root expressions will be removed, and your confidence in manipulating algebraic expressions will increase.You will learn: What type of operation square roots areHow to perform basic operations on square roots, such as addition, multiplication etc.How to simplify complex Math expressions which contain square roots, cubic roots etc.How to express square roots in other forms, such as decimal, exponential etc.Other Algebra techniquesConsider this book as a personal voiceless Tutor, yet very loud in providing clarity. This book-Tutor is trying very hard to make it easy and fun while you are sharpening your skills on how to simplify complex Square Root expressions.
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