ALGEBRA 2 – (I.X.L.’S ) BY SECTION

  1. SETS OF NUMBERS
  1. PROPERTIES OF REAL NUMBERS
  1. SQUARE ROOTS
  1. SIMPLIFYING ALGEBRAIC EXPRESSIONS
  1. PROPERTIES OF EXPONENTS
  1. RELATIONS AND FUNCTIONS
  1. FUNCTION NOTATION
  1. EXPLORING TRANSFORMATIONS’
  1. INTRODUCTION TO PARENT FUNCTIONS

2.1 SOLVING LINEAR EQUATIONS & INEQUALITIES

2.2 PROPORTIONAL REASONING

2.3 GRAPHING LINEAR EQUATIONS

2.4 WRITING LINEAR EQUATIONS

2.5 LINEAR INEQUALITIES IN TWO VARIABLES

2.6 TRANSFORMING LINEAR FUNCTIONS

2.7 CURVE FITTING WITH LINEAR MODELS

2.8 SOLVING ABSOLUTE VALUE EQUATIONS & INEQUALITIES

2.9 ABSOLUTE VALUE FUNCTIONS

3.1 SOLVE LINEAR SYSTEMS BY GRAPHING

3.2 SOLVE LINEAR SYSTEMS USING ALGEBRAIC METHODS

3.3 SOLVE SYSTEMS OF LINEAR INEQUALITIES

3.4 LINEAR PROGRAMMING

3.5 LINEAR EQUATIONS IN THREE DIMENSIONS

3.6 SOLVE LINEAR SYSTEMS IN THREE VARIABLES

4.1 MATRICES & DATA

4.2 MULTIPLYING MATRICES

4.3 USING MATRICES TO TRANSFORM GEOMETRIC FIGURES

4.4 DETERMINANTS AND CRAMERS RULE

4.5 MATRIX INVERSES & SOLVING SYSTEMS

4.6 ROW OPERATIONS & AUGMENTED MATRICES

5.1 USING TRANSFORMATIONS TO GRAPH QUADRATIC FUNCTIONS

5.2 PROPERTIES OF QUADRATIC FUNCTIONS IN STANDARD FORM

5.3 SOLVE QUADRATIC FUNCTIONS BY GRAPHING & FACTORING

5.4 COMPLETING THE SQUARE

5.5 COMPLEX NUMBERS & ROOTS

5.6 THE QUADRATIC FORMULA

5.7 SOLVING QUADRATIC INEQUALITIES

5.8 CURVE FITTING WITH QUADRATIC MODELS

5.9 OPERATIONS WITH COMPLEX NUMBERS

6.1 POLYNOMIALS

6.2 MULTIPLYING POLYNOMIALS

6.3 DIVIDING POLYNOMIALS

6.4 FACTORING POLYNOMIALS

6.5 FINDING ROOTS OF POLYNOMIAL FUNCTIONS

6.6 FUNDAMENTAL THEOREM OF ALGEBRA

6.7 GRAPHS OF POLYNOMIAL FUNCTIONS

6.8 TRANSFORMING POLYNOMIAL FUNCTIONS

6.9 CURVE FITTING WITH POLYNOMIAL FUNCTIONS

7.1 EXPONENTIAL FUNCTIONS, GROWTH & DECAY

7.2 INVERSES OF RELATIONS & FUNCTIONS

7.3 LOGARITHMIC FUNCTIONS

7.4 PROPERTIES OF LOGARITHMS

7.5 EXPONENTIAL & LOGARITHMIC FUNCTIONS

7.6 THE NATURAL BASE e

7.7 TRANSFORMING EXPONENTIAL & LOGARITHMIC FUNCTIONS

7.8 CURVE FITTING WITH EXPONENTIAL & LOGARITHMIC MODELS

8.1 VARIATION FUNCTIONS

8.2 MULTIPLYING & DIVIDING RATIONAL FUNCTIONS

8.3 ADDING & SUBTRACTING RATIONAL EXPRESSIONS

8.4 RATIONAL FUNCTIONS

8.5 SOLVING RATIONAL EQUATIONS & INEQUALITIES

8.6 RADICAL EXPRESSIONS & RATIONAL EXPONENTS

8.7 RADICAL FUNCTIONS

8.8 SOLVING RADICAL EQUATIONS & INEQUALITIES

9.1 MULTIPLE REPRESENTATIONS OF FUNCTIONS

9.2 PIECEWISE FUNCTIONS

9.3 TRANSFORMING FUNCTIONS

9.4 OPERATIONS WITH FUNCTIONS

9.5 FUNCTIONS AND THEIR INVERSES

9.6 MODELING REAL WORLD DATA

10.1 INTRODUCTION TO CONIC SECTIONS

10.2 CIRCLES

10.3 ELLIPSES

10.4 HYPERBOLAS

10.5 PARABOLAS

10.6 IDENTIFYING CONIC SECTIONS

10.7 SOLVING NONLINEAR SYSTEMS

11.1 PERMUTATIONS & COMBINATIONS

11.2 THEORETICAL & EXPERIMENTAL PROBABILITY

11.3 INDEPENDENT & DEPENDENT EVENTS

11.4 COMPOUND EVENTS

11.5 MEASURES OF CENTRAL TENDENCY & VARIATION

11.6 BINOMIAL DISTRIBUTIONS

12.1 INTRODUCTION TO SEQUENCES

12.2 SERIES AND SUMMATION NOTATION

12.3 ARITHMETIC SEQUENCES & SERIES

12.4 GEOMETRIC SEQUENCES & SERIES

12.5 INFINITE GEOMETRIC SERIES

13.1 RIGHT ANGLE TRIGONOMETRY

13.2 ANGLES OF ROTATION

13.3 THE UNIT CIRCLE

13.4 INVERSES OF TRIGONOMETRIC FUNCTIONS

13.5 THE LAW OF SINES

13.6 THE LAW OF COSINES

14.1 GRAPHS OF SINE & COSINE

14.2 GRAPHS OF OTHER TRIGONOMETRIC FUNCTIONS

14.3 FUNDAMENTAL TRIGONOMETRIC IDENTITIES

14.4 SUM & DIFFERENCE IDENTITIES

14.5 DOUBLE-ANGLE & HALF-ANGLE IDENTITIES

14.6 SOLVING TRIGONOMETRIC EQUATIONS

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