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1. Class notes - Tests for local maxima and minima
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2. Class notes - Tangent line approximation (cont.)
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3. Class notes - Tangent line approximation
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4. Class notes - Slope of a curve at a point
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5. Class notes - Rate of change
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6. Class notes - Quotient rule
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7. Class notes - Product rule
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8. Class notes - Power rule for any real number
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9. Class notes - Particles of motions in place and implicit differentiation
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10. Class notes - Parametric equations (cont.)
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11. Class notes - Parametric equations
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12. Class notes - Parametric equations and linear motion
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13. Class notes - Optimization example
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14. Class notes - One-sided limits and squeeze theorem
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15. Class notes - Maximum, minimum, optimization examples
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16. Class notes - Maximum examples
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17. Class notes - Maxima and minima (cont.)
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18. Class notes - Maxima and minima
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19. Class notes - Limits
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20. Class notes - L'hopital's rule (cont. pg3)
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21. Class notes - L'hopital's rule (cont.)
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22. Class notes - L'hopital's rule
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23. Class notes - Implicit differentiation
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24. Class notes - Exponential functions
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25. Class notes - Differentiability
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26. Class notes - Derivatives of inverse trig functions (cont.) and logarithmic differentiation
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27. Class notes - Derivatives of inverse trig functions
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28. Class notes - Derivatives of basic trig functions
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29. Class notes - Derivatives
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30. Class notes - Curve sketching and sign graphs
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31. Class notes - Curve sketching
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32. Class notes - Concepts of limits (cont.)
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33. Class notes - Concepts of limits
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34. Class notes - Computing derivatives and linearity
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35. Class notes - Computing derivatives and linearity
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36. Class notes - Chain rule - key facts about exponents and logs
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37. Class notes - Sign graphs of derivatives
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38. Class notes - L'hopital's rule
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39. Class notes - Curve sketching and sign graphs
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