Matrix

Registration Fee of $100 waived off on Registration for different Programs till 13th January 2022.20% Discount on Regular school courses including Math Pre AP, Algebra 1 & 2 , Geometry , Strategic Math, ELA for group of 5 or more.
Book online
Facebook-f Twitter Linkedin-in Pinterest Instagram

Algebra-2

UNIT.1  Sequences and Functions

  • Arithmetic Sequences
  • Introducing Geometric Sequences
  • Different Types of Sequences
  • Using Technology to Work with Sequences
  • Sequences are Functions
  • Representing Sequences
  • Representing More Sequences

What’s the Equation?

  • The  Term
  • What’s the Equation?
  • Situations and Sequence Types

UNIT.2  Polynomials and Rational Functions

What Is a Polynomial?

  • Introducing Polynomials
  • Combining Polynomials

Working with Polynomials

  • Connecting Factors and Zeros
  • Different Forms
  • Using Factors and Zeros
  • Multiplicity
  • Finding Intersections
  • Polynomial Division (Part 1)
  • Polynomial Division (Part 2)
  • What Do You Know About Polynomials?
  • The Remainder Theorem

Rational Functions

  • Minimizing Surface Area
  • Graphs of Rational Functions (Part 1)
  • Graphs of Rational Functions (Part 2)
  • End Behavior of Rational Functions

Rational Equations

  • Rational Equations (Part 1)
  • Rational Equations (Part 2)
  • Solving Rational Equations

Rational Equations

  • Polynomial Identities (Part 1)
  • Polynomial Identities (Part 2)

UNIT.3  Complex Numbers and Rational Exponents

Exponent Properties

  • Properties of Exponents
  • Square Roots and Cube Roots
  • Exponents That Are Unit Fractions
  • Positive Rational Exponents
  • Negative Rational Exponents

Solving with Square and Cube Roots

  • Squares and Square Roots
  • Inequivalent Equations
  • Cubes and Cube Roots
  • Solving Radical Equations

A New Kind of Number

  • A New Kind of Number
  • Introducing the Number
  • Arithmetic with Complex Numbers
  • Multiplying Complex Numbers
  • More Arithmetic with Complex Numbers
  • Working Backwards

Solving Quadratics with Complex Numbers

  • Solving Quadratics
  • Completing the Square and Complex Solutions
  • The Quadratic Formula and Complex Solutions
  • Real and Non-Real Solutions

UNIT.4  Exponential Functions and Equations

Growing and Shrinking

  • Growing and Shrinking
  • Representations of Growth and Decay

Understanding Non-Integer Inputs

  • Understanding Rational Inputs
  • Representing Functions at Rational Inputs
  • Changes Over Rational Intervals
  • Writing Equations for Exponential Functions
  • Interpreting and Using Exponential Functions

Missing Exponents

  • Unknown Exponents
  • What is a Logarithm?
  • Interpreting and Writing Logarithmic Equations
  • Evaluating Logarithmic Expressions

The Constant

  • The Number
  • Exponential Functions with Base
  • Solving Exponential Equations

Logarithmic Functions and Graphs

  • Using Graphs and Logarithms to Solve Problems (Part 1)
  • Logarithmic Functions
  • Applications of Logarithmic Functions

UNIT.5  Transformations of Functions

Translations, Reflections, and Symmetry

  • Matching up to Data
  • Moving Functions
  • More Movement
  • Reflecting Functions
  • Some Functions Have Symmetry
  • Symmetry in Equations
  • Expressing Transformations of Functions Algebraically

Scaling Outputs and Inputs

  • Scaling the Outputs
  • Scaling the Inputs

Putting It All Together

  • Combining Functions
  • Making a Model for Data

UNIT.6  Trigonometric Functions

The Unit Circle

  • Moving in Circles
  • Revisiting Right Triangles
  • The Unit Circle (Part 1)
  • The Unit Circle (Part 2)
  • The Pythagorean Identity (Part 1)
  • The Pythagorean Identity (Part 2)
  • Finding Unknown Coordinates on a Circle

Periodic Functions

  • Rising and Falling
  • Introduction to Trigonometric Functions
  • Beyond
  • Extending the Domain of Trigonometric Functions
  • Tangent

Trigonometry Transformations

  • Amplitude and Midline
  • Transforming Trigonometric Functions
  • Features of Trigonometric Graphs (Part 1)
  • Features of Trigonometric Graphs (Part 2)
  • Comparing Transformations
  • Modeling Circular Motion

UNIT.7  Statistical Inferences

  • Being Skeptical
  • Study Types
  • Randomness in Groups

Distributions

  • Describing Distributions
  • Normal Distributions
  • Areas in Histograms
  • Areas under a Normal Curve

Not All Samples Are the Same

  • Not Always Ideal
  • Variability in Samples
  • Estimating Proportions from Samples
  • Reducing Margin of Error
  • Estimating a Population Mean

Analyzing Experimental Data

  • Experimenting
  • Using Normal Distributions for Experiment Analysis
  • Questioning Experimenting
  • Heart Rates
Algebra 2 Private Tutor in Houston, Richmond, Sugarland, NY | Prerna Sareen