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THE TOP-SELLING MASTER MATH SERIES

HAS BEEN UPDATED AND REPUBLISHED

by Course Technology PTR, Cengage Learning!!!

Get Math Help from the Master Math Series.

Note: See below for corrections 

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THE MASTER MATH SERIES

 

by Debra Anne Ross

 

Includes:

 

MASTER MATH: Basic Math and Pre-Algebra,

MASTER MATH: Algebra,

MASTER MATH: Pre-Calculus,

MASTER MATH: Geometry,

MASTER MATH :Trigonometry, and

MASTER MATH: Calculus

MASTER MATH: Essential Physics

       

        The Master Math series presents the general principles of mathematics from grade school through college.  The books are comprehensive and explain the subject matter in a way that makes sense! 

  

      Each book, as well as the series as a whole, begin with the most basic principles and progress through to more advanced topics.

  

     The Series explains principles, definitions, and operations of each subject, provides step-by-step procedures and solutions and presents examples and applications. 

     There is no other source that provides the breadth and depth of the Master Math series.

 

Master Math: Basic Math and Pre-Algebra from Amazon

Master Math: Algebra from Amazon

Master Math: Pre-Calculus from Amazon

Master Math: Geometry from Amazon

Master Math: Trigonometry from Amazon

Master Math: Calculus from Amazon

Master Math: Essential Physics from Amazon

MASTER MATH: BASIC MATH 
Master everything from fractions and decimals
to roots and radicals. 
   
ENDORSEMENTS: 
   
“One of the most extensive treatments of fundamental math skills available—user friendly and definitely a must for learning math basics or for those who want a comprehensive refresher.”—Channing Robertson, Ruth G. and William K. Bowes Professor in the School of Engineering, Stanford University  
  
“The Master Math series is an easy-to-use, informative reference for beginning students or rusty professional. Particularly effective is the presentation of topics in conjunction with practical applications.” —Melanie McNeil, Professor of Chemical Engineering, San Jose State University.
   
MASTER MATH: ALGEBRA 
Master everything from simple algebraic equations
to polynomials and graphing. 
   
ENDORSEMENTS: 
     
“One of the most extensive treatments of fundamental math skills available—user friendly and definitely a must for learning math basics or for those who want a comprehensive refresher.” —Channing Robertson, Ruth G. and William K. Bowes Professor in the School of Engineering, Stanford University  
   
“The Master Math series is an easy-to-use, informative reference for beginning students or rusty professional. Particularly effective is the presentation of topics in conjunction with practical applications.” —Melanie McNeil, Professor of Chemical Engineering, San Jose State University
    
MASTER MATH: GEOMETRY 
Master everything from deductive reasoning and proofs
to polygons, circles, solids, and analytic geometry
   
 ENDORSEMENTS: 
   
"Indispensable and comprehensive. One of the most thorough presentations of fundamental geometry available--a user-friendly learning tool with concepts illustrated in figures and examples." --Channing Robertson, Professor in School of Engineering, Stanford University 
   
"A detailed and thorough resource to study, review, or supplement a student's journey through the field of geometry." --Kristin Peterson, High School Mathematics Teacher, M.S., Chemical Engineering, University of California, Davis  
                        
"Geometry vocabulary, theorems, and proofs can seem overwhelming. Master Math: Geometry clarifies relevant theory and provides practical examples for the novice or experienced user." --Melanie McNeil, Professor of Chemical Engineering, San Jose State University
    
   
MASTER MATH: PRE-CALCULUS 
Master everything from sets and functions
to derivatives and integrals. 
       
ENDORSEMENTS: 
      
“One of the most extensive treatments of fundamental math skills available—user friendly and definitely a must for learning math basics or for those who want a comprehensive refresher.” —Channing Robertson, Ruth G. and William K. Bowes Professor in the School of Engineering, Stanford University   
    
“The Master Math series is an easy-to-use, informative reference for beginning students or rusty professional. Particularly effective is the presentation of topics in conjunction with practical applications.” —Melanie McNeil, Professor of Chemical Engineering, San Jose State University
    
   
  MASTER MATH: TRIGONOMETRY 
Master everything from identities and circular functions
to solving triangles and trigonometric equations.
    
 ENDORSEMENTS: 
      
“One of the most extensive treatments of fundamental trigonometry available--user-friendly and definitely a must for learning the basics or as a comprehensive refresher." --Channing Robertson, Professor in School of Engineering, Stanford University 
    
“A comprehensive review with interesting examples of the application of trigonometry to real world problems. Summary sections for identities and explanations of important concepts make it particularly useful.” –Cyndy Lakowske, MS Chemical Engineering, Stanford University 
        
“An easy-to-use, informative reference for beginning students or rusty professionals. Particularly effective is the presentation of topics in conjunction with practical applications.” --Melanie McNeil, Professor of Chemical Engineering, San Jose State University
    
     
  MASTER MATH: CALCULUS 
Master everything from functions and limits
to the derivative, the integral, and vector calculus 
     
ENDORSEMENTS: 
     
“One of the most extensive treatments of fundamental calculus available--user-friendly and definitely a must for learning calculus basics or as a comprehensive refresher." --Channing Robertson, Professor in School of Engineering, Stanford University 
     
“This book is a thorough yet concise coverage of calculus and is a good review for anyone wishing to brush up on the methods or terminology” –Cyndy Lakowske, MS Chemical Engineering, Stanford University 
            
“An easy-to-use, informative reference for beginning students or rusty professionals. Particularly effective is the presentation of topics in conjunction with practical applications.” --Melanie McNeil, Professor of Chemical Engineering, San Jose State University

MASTER MATH: PHYSICS
Master everything from motion, force, heat and work
to energy, fluids, waves, optics and electricity
     
ENDORSEMENT:
      
Debra Anne Ross Lawrence has done it again, bringing her magic to the Master Math series with Essential Physics.  Her ability to explain complex topics in a way that is easy to understand, while enjoyable to assimilate, is a rare talent.  Essential Physics is just that - the essence of what you need to know to make accessible a topic considered challenging and even esoteric to most people.  She introduces tough concepts with clarity and doesn’t shy away from boring in on important details.  Its breadth and remarkable enlightenment are simply amazing.  As did Richard Feynman, she distills the essence of physics and brings it alive in ways few others can do." --Channing Robertson,  Ruth G. and William K. Bowes Professor in School of Engineering, Stanford University

- - - - - - - - - -

CORRECTIONS OF ERRORS IN MASTER MATH BOOKS:

              

Publisher Errors in Master Math: Calculus 
 
In Section 3.3, the integral formula on page 118 line 7 and page 120 line 2 has an extra n.
The superscript n+1 belongs to the x not the n, which should not be there. 
It should read: INTEGRAL SIGN xn dx = (1/(n+1)) xn+1 + c

 


Publisher Errors in Master Math: Basic Math and Pre-Algebra

In Section 1.3 Addition of Whole Numbers, p. 10 should show:

   30  +   4

+ 70  +   6

--------------

  100  + 10  = 110

(not 10 + 10)

  

In Section 2.4 Adding and Subtracting Fractions with Different Denominators:

In the first example in Section 2.4 on p. 72

1/4 + ?/? = ?/12  should be   1/4 x ?/? = ?/12

and

1/6 + ?/? = ?/12  should be   1/6 x ?/? = ?/12

  

In Section 4.4 Percent Increase and Decrease (Percent Change), p. 111, in the second example

 6 %/100    should be   6/100

  

In Section 6.1 Definitions, on  p. 126

...then for every 3 applies there are 2 oranges.

should be replaced by ... then for every 3 apples there are 2 oranges.

      

At the end of Section 6.1 Definitions, on  p. 127

Therefore, there are 15 applies in this mixture.  should read

Therefore, there are 15 apples in this mixture.

    

At the end of Section 10.1 Average (Arithmetic Mean), p. 173

$25 ÷ 5 + $5  should be  $25 ÷ 5 = $5

Errors in Master Math: Pre-Calculus

In Section 7.4 page 149, after the text "The integral formula for the definite integral bounded by limits of integration, x = a and x = b, is written:"  The extra integral symbol (from a to b) should not be there.

Errors in older version Master Math: Pre-Calculus

There are a couple of typos in the definition of Pi in Section 1.5 Circles.

It should read:

• Pi, or p, defines the ratio between the circumference and the diameter of a circle. More specifically, Pi is equivalent to the circumference divided by the diameter of a circle.

• The value of Pi is approximately 3.141592654.

The end of Section 2.2, page 51. tan 2(phi) = 2 tan (phi) / 1 - tan^2 (phi)  not  2 sin (phi) / 1 - tan^2 (phi)

The end of Section 4.5, page 79. 3rd line, r^(m->0)  not r^(m->infinity)

Publisher Errors in Master Math: Trigonometry

    

In Section 5.5 Graphs of Secant and Cosecant, p. 165.

In subsection on Cosecant, y = csc x:

The 2nd line should read:

Because y = sin x = cos (x - 90°) = cos (x - π/2)

(The two + symbols on this line should be - symbols)

3rd line should read:

then y = csc x = sec (x - 90°) = sec (x - π/2)

(The two + symbols on this line should be - symbols)

   

In Section 8.7 Solving Trigonometric Equations Involving Powers Using Factoring, a Unit Circle, and Identities, p. 277-8.

The third example in this section should say:

Solve the equation cos²A - 1 = 0 for 0 ≤ A < 2π 

(i.e. A is less than 2π, not less than or equal to 2π)

Also at the end of this example it should say:

0 ≤ A < 2π are A = 0 and A = π (or 180°).

(This is so we do not have a third solution at A = 2π (or 360°))

     

In Section 13.3 The Law of Sines and the Law of Cosines for Spherical Triangles for Calculating Sides and Angles, in subsection Solving Spherical Triangles, p. 405,

At the end of the astronaut example it should read:

Therefore, when you plot your course from Point 1 to Point 2, you will travel at an angle of 67.15° northeast for 5120 kilometers or 3182 miles. (not 61.15°).

 

Purchase MASTER MATH: BASIC MATH AND PRE-ALGEBRA from Amazon.com

Purchase MASTER MATH: ALGEBRA from Amazon.com

Purchase MASTER MATH: GEOMETRY from Amazon.com

Purchase MASTER MATH: TRIGONOMETRY from Amazon.com

Purchase MASTER MATH: PRE-CALCULUS from Amazon.com

Purchase MASTER MATH: CALCULUS from Amazon.com

Purchase MASTER MATH: ESSENTIAL PHYSICS from Amazon.com

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