TTC HIGH SCHOOL MATH

/Algebra I/

01. An Overview.avi

02. The Evolution of Numbers.avi

03. The Language of Algebra.avi

04. Exploring Functions with the Aid of Graphing Calculators.avi

05. Linear Functions - Introductory Explorations.avi

06. Multiple Representations of Linear Functions.avi

07. The Geometry of Linear Function Graphs.avi

08. Words, Equations, Numbers, and Graphs.avi

09. Problem Solving with Linear Equations.avi

10. Modeling Real-World Data with Linear Functions.avi

11. Linear Functions and Geometry.avi

12. Quadratic Functions - Introductory Explorations I.avi

13. Quadratic Functions - Introductory Explorations II.avi

14. The Geometry of Quadratic Function Graphs.avi

15. Words, Equations, Numbers, and Graphs.avi

16. Problem Solving with Quadratic Equations.avi

17. Modeling Real-World Data with Quadratic Functions.avi

18. Polynomial Explorations (Degree Greater than Two).avi

19. Rational Functions - Introductory Explorations.avi

20. The Geometry of Rational Function Graphs.avi

21. Working with Rational Functions and Equations.avi

22. Exponential Functions - Introductory Explorations.avi

23. The Geometry of Exponential Function Graphs.avi

24. Working with Exponential Functions and Equations.avi

25. Systems of Linear Functions and Equations.avi

26. Using Matrices to Solve Linear Systems.avi

27. Systems of Functions and Equations.avi

28. Systems of Inequalities.avi

29. Iterating Functions - Looking at Functions Recursively.avi

30. Using Iteration as a Problem Solving Tool.avi

/Algebra II/

01. Introduction.avi

02. Polynomial Arithmetic.avi

03. Factoring.avi

04. Solving Linear Equations.avi

05. Solving Linear Inequalities.avi

06. Correlation, Slope and Intercepts.avi

07. The Equation of a Line.avi

08. Graphing Linear Equations.avi

09. Graphs of Linear Inequalities.avi

10. Solving Systems of Two Linear Equations.avi

11. Solving Systems of Two Linear Equations Using Elimination.avi

12. Solving Systems of Three Linear Equations and Systems of Linear Inequalities.avi

13. Functions.avi

14. Quadratic Functions.avi

15. Solving Quadratic Functions.avi

16. The Quadratic Formula.avi

17. Imaginary Numbers.avi

18. Quadratic and Rational Inequalities.avi

19. Polynomial Division.avi

20. Zeros of a Polynomial.avi

21. Sketching Polynomials.avi

22. Sketching Rational Functions.avi

23. Square Roots and Cube Roots.avi

24. Exponential Functions.avi

25. Logarithmic Functions.avi

26. Matrices and Determinants.avi

27. Solving Systems of Equations Using Matrices.avi

28. Recursive Functions.avi

29. Sequences and Series.avi

30. Introduction To Trigonometry.avi

/Basic Math/

01. Introduction and a Review of Addition and Subtraction.avi

02. Multiplication and Division.avi

03. Long Division.avi

04. Introduction to Fractions.avi

05. Adding Fractions.avi

06. Subtracting Fractions.avi

07. Multiplying Fractions.avi

08. Dividing Fractions, Plus a Review of Fractions.avi

09. Adding and Subtracting Decimals.avi

10. Multiplying and Dividing Decimals.avi

11. Using the Calculator.avi

12. Fractions, Decimals, and Percents.avi

13. Percent Problems.avi

14. Ratios and Proportions.avi

15. Exponents and the Order of Operations.avi

16. Adding and Subtracting Integers.avi

17. Multiplication and Division of Integers, and an Introduction to Square Roots.avi

18. Negative and Fractional Powers.avi

19. Geometry I.avi

20. Geometry II.avi

21. Graphing in the Coordinate Plane.avi

22. Number Theory.avi

23. Number Patterns I.avi

24. Number Patterns II.avi

25. Statistics.avi

26. Probability.avi

27. Measurement.avi

28. Problem-Solving Techniques.avi

29. Solving Simple Equations.avi

30. Introduction to Algebra I.avi

/Chemistry/

01 Introduction and Philosophy.avi

02. Quantitative Reasoning in Life and Chemistry (Part I).avi

03. Quantitative Reasoning in Life and Chemistry (Part II).avi

04. Density.avi

05. The SI (Metric) System of Measurement.avi

06. Converting between Systems of Measurement.avi

07. The Mole Concept - Preliminary Ideas.avi

08. The Mole.avi

09. Solving Mole Problems.avi

10. Avogadro's Hypothesis and Molar Volume.avi

11. Percent Composition and Empirical Formulas.avi

12. Solving Empirical Formula Problems.avi

13. Writing and Balancing Chemical Equations.avi

14. An Introduction to Stoichiometry.avi

15. Stoichiometry Problems.avi

16. Advanced Stoichiometry.avi

17. An Introduction to Molarity.avi

18. Solving Molarity Problems.avi

19. Additional Molarity Problems.avi

20. Basic Concepts of Chemical Equilibrium (Part I).avi

21. Basic Concepts of Equilibrium (Part II).avi

22. Interpreting an Equilibrium Constant.avi

23. Le Chatelier's Principle (Part I).avi

24. Le Chatelier's Principle (Part II).avi

25. An Introduction to Equilibrium Problems.avi

26. The Self-Ionization of Water.avi

27. Strong Acids and Bases (Part I).avi

28. Strong Acids and Bases (Part II).avi

29. Weak Acids and Bases.avi

30. Solubility Equilibria.avi

/Geometry/

01. Fundamental Geometric Concepts.avi

02. Angles and Angle Measure.avi

03. Inductive Reasoning and Deductive Reasoning.avi

04. Preparing Logical Reasons for a Two-Column Proof.avi

05. Planning Proofs in Geometry.avi

06. Parallel Lines and Planes.avi

07. Triangles.avi

08. Polygons and Their Angles.avi

09. Congruence of Triangles.avi

10. Variations of Congruent Triangles.avi

11. More Theorems Related to Congruent Triangles.avi

12. Median, Altitudes, Perpendicular Bisectors, and Angle Bisectors.avi

13. Parallelograms.avi

14. Rectangles, Rhombuses, and Squares.avi

15. Trapezoids, Isosceles Trapezoids, and Kites.avi

16. Inequalities in Geometry.avi

17. Ratio, Proportion, and Similarity.avi

18. Similar Triangles.avi

19. Right Triangles and the Pythagorean Theorem.avi

20. Special Right Triangles.avi

21. Right-Triangle Trigonometry.avi

22. Applications of Trigonometry in Geometry.avi

23. Tangents, Arcs, and Chords of a Circle.avi

24. Angles and Segments of a Circle.avi

25. The Circle as a Whole and Its Parts.avi

26. The Logic of Constructions through Applied Theorems (Part I).avi

27. The Logic of Constructions through Applied Theorems (Part II).avi

28. Areas of Polygons.avi

29. Prisms, Pyramids, and Polyhedra.avi

30. Cylinders, Cones, and Spheres.avi

/

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