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  1. Ximera introduction
  2. Constant Rate of Change
  3. Graphing Constant Rate of Change
  4. Varying Rate of Change
  5. Graphing Varying Rates of Change
  6. Average Rate of Change
  7. Approximating Instantaneous Rates of Change
  8. L’Hopital’s Rule
  9. Continuity
  10. Differentiability and Local Linearity
  11. Limit Definition of Derivative
  12. Using the Limit Definition of Derivative
  13. Interpreting Derivatives
  14. Secant Lines and Tangent Lines
  15. Graphing Derivatives
  16. Basic Derivative Rules
  17. Product Rule
  18. Quotient Rule
  19. Chain Rule
  20. Mean Value Theorem - Coming soon
  21. Extreme Value Theorem - Coming soon
  22. Implicit Differentiation
  23. Optimization Intro
  24. Optimization Modeling
  25. Riemann Sums Introduction
  26. Riemann Sums Notation
  27. Definite Integrals
  28. Antiderivatives - Coming soon
  29. FTOC 1 - Integrals are Antiderivatives - Coming soon
  30. FTOC 2 - variable in bounds - Coming soon
  31. Euler’s Method - Coming soon
  32. End of semester survey
  33. Second account linking page