MATH 134
U of A
Course Overview
Grade Boosters
Lessons & Practice
I. Welcome
1. Chapter 1: Functions and Sequences
4hr1.17.1. Discrete Dynamical Systems1.17.2. Recursive Relations and the Updating Function1.17.3. Solving Difference Equations1.17.4. Example: The First Few Values1.17.5. Example: Find Updating Function1.17.6. Example: Increasing or Decreasing1.17.7. Example: Linear Dynamical System1.17.8. Practice: Exponential Dynamical System1.17.9. Practice: Update One Step1.17.10. Practice: Asymptotic Behavior
1.19.1. How to model a discrete dynamical system1 min1.19.2. Solving a Discrete Time dynamical System3 min1.19.3. Manipulation of the Update Function2 min1.19.4. Example: Dynamical System 12 min1.19.5. Example: Dynamical System 247 sec1.19.6. Example: Dynamical System 32 min1.19.7. Example: Dynamical System 452 sec
2. Chapter 2: Limits
2.2hr3. Chapter 3: Derivatives
4hr3.29.1. Derivative by Definition3.29.2. Basic Derivatives3.29.3. Basic Derivatives1 min3.29.4. Derivative by Definition3.29.5. Chain Rule3.29.6. Chain Rule3.29.7. Quotient Rule10 min3.29.8. Quotient Rule2 min3.29.9. Power of a Function Rule2 min3.29.10. Implicit Differentiation3.29.11. Implicit Differentiation3.29.12. Second Derivative6 min3.29.13. Logarithmic Differentiation4 min3.29.14. Logarithmic Differentiation 3.29.15. Inverse Trigonometric Derivatives3.29.16. Tangent Lines3.29.17. Tangent Lines3.29.18. Horizontal Tangent Lines2 min3.29.19. Product Rule6 min3.29.20. Product Rule4 min3.29.21. Product Rule4 min3.29.22. Normal Line5 min
4. Chapter 4: Applications of Derivatives
3hr4.15.1. Related Rates4.15.2. Related Rates5 min4.15.3. Related Rates5 min4.15.4. Linear Approximation4 min4.15.5. Linear Approximation4.15.6. Taylor Series from Definition7 min4.15.7. Taylor Polynomials4.15.8. Maclaurin Polynomial4.15.9. Newton's Method2 min4.15.10. Newton's Method4.15.11. L'Hopital's Rule4.15.12. L'Hopital's Rule4.15.13. L'Hopital's Rule4.15.14. Limits4.15.15. L'Hopital's Rule4.15.16. L'Hopital's Rule4.15.17. Limits4.15.18. Limits4.15.19. Extreme Value Theorem4.15.20. Rolle's Theorem1 min4.15.21. Rolle's Theorem6 min4.15.22. MVT4.15.23. MVT2 min4.15.24. MVT3 min4.15.25. MVT4.15.26. Intervals of Increase and Decrease4.15.27. Intervals of Increase and Decrease3 min4.15.28. Critical Points6 min4.15.29. Critical Points1 min4.15.30. Extrema5 min4.15.31. Extrema6 min4.15.32. Second Derivative Test10 min4.15.33. Curve Sketching4.15.34. Curve Sketching12 min4.15.35. Curve Sketching4.15.36. Optimization4.15.37. Optimization4.15.38. Optimization
5. Chapter 5: Integrals
3hr6. Chapter 6: Applications of Integrals
50min7. Chapter 7: Differential Equations
1.7hr- 7.I. Chapter Intro18 sec
7.11.1. Velocity and Acceleration7.11.2. Displacement, Velocity, & Acceleration9 min7.11.3. Velocity and Acceleration7.11.4. Exponential growth and decay7.11.5. Exponential growth and decay7.11.6. Exponential growth and decay7.11.7. Exponential growth and decay7.11.8. Newton's Law of heating and cooling
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