مصطلحات الرياضيات بالانجليزي وترجمتها

Chapters 
Sections
Definitions
Theories
Examples
Exercises
Algebra and real numbers
The set of real numbers 
The real number line
Addition and multiplication of real numbers
Further operations and properties
Integer Exponents
Scientific Notation
Roots of real numbers
Rational exponents and radicals
polynomials
addition and subtraction
multiplication
Factoring
Prime polynomials
Factoring out common factors
Factoring second degree polynomials
Rational Expressions
Compound fractions 
solving Linear equation in one variable
solving mixture problems

Linear lnequalities
Applying linear lnequalities to chemistry
Relating Absolute value and Distance
complex Numbers
solving Equations lnvolving complex Nambers
Quadratic Equations and Applications
Revisiting Absolute value
CHAPTER 2
Graphs
 2-1 Cartesian Coordinate
Systems:
 Reviewing Cartesian
Coordinate
System 
 Graphing: Point by Point 
 Using Symmetry
an Aid in Graphing 
 2-2 Distance in the plan
Distance Between Tow Points 
Midpoint of a Line Segment 
circles 

 Equation of a line2-3
Graphing Lines 
 Finding the Slope of a Line 
Determining Special Forms
of the Equation of a Line 
 Finding Slopes
of Parallel or Perpendicular Lines 
Linear Equations and Models2-4
 Slope as a Rate of Change 
 Linear Models 
 Linear Regression 
CHAPTER 3
Functions3-1
Definition of Function
Definition of Function by
Equations
Using Function Notation 
 Application
Graphing Functions3-2
Basic Concepts
Linear Functions
Piecewise Defined Functions

Transformations of Functions3-3
A Library of Elementary
Graphs
Shifting Graphs
Horizontally and Vertically
Reflecting Graphs
Stretching and Shrinking
Graphs
Even and odd Functions
 Quadratic Functions3-4
 :graphing quadratic
functions
Solving Quadratic Inequalities
Operations on Functions3-5
Performing Operations on
Functions
Composition 
 Composition
 Inverse Functions3-6
One-to-One Functions
Finding the Inverse of a Function
Mathematical Modeling

Graphing Inverse Functions 
R6
CHAPTER 5
defining exponential functions
graphs of exponential functions
the exponential function with base e
compound interest
interest compounded
mathematical modeling
data analysis and regression
a comparison of exponential growth phenomena
defining logarithmic functions
properties of logarithmic functions
common and natural logarithmic
the change of base formula