#### Tentative Schedule

The numbers in parentheses represent the section of the textbook that covers the content of a given day.

1/6: Taylor Polynomials

1/7 (x-hour 11, 12 periods): Optional Calculus Review Session

1/8: Limits of Taylor Polynomials

1/9 (x-hour 10 period): Optional Calculus Review Session

1/10: Limits on Taylor Series

1/13: Approximations and Error Bounds

1/15: Taylor series as functions (power series)

1/17: Riemann Sums

1/20: College Holiday (Classes postponed to x-hour)

1/21 (x-hour 11, 12 periods): Integration by Parts (7.1)

1/22: Volumes of Revolution

1/23: (x-hour 10 period) Integration by Parts

1/24: Applications of Integration

1/29 (4:00pm-6:00pm): Midterm I

1/27: 3-Dimensional Coordinate Systems (12.1)

1/29: Vectors (12.2)

1/31: Dot Product (12.3)

2/3: Cross Product (12.4)

2/5: Lines and Planes (12.5)

2/7: Curves and Surfaces (12.6, 13.1)

2/10: Derivatives and Integrals of Vector Functions (13.2)

2/12: Arc Length (13.3)

2/14: Motion Along a Curve (13.4)

2/19 (4:00pm-6:00pm): Midterm II

2/17: Graphs and Level Sets (14.1)

2/19: Functions of Several Variables: Limits and Continuity (14.2)

2/21: Partial Derivatives (14.3)

2/24: Tangent Planes (14.4)

2/25 (x-hour 11, 12 periods): Derivative as Linear Approximation

2/26: The Chain Rule (14.5)

2/27 (x-hour 10 period): Derivative as Linear Approximation

2/28: Directional Derivatives and the Gradient Vector (14.6)

3/2: Maximum and Minimum Values (14.7)

3/3 (x-hour 11 period): Review period

3/4: Constrained Optimization (Lagrange Multipliers) (14.8)

3/6 (10 and 12 periods): Review period

3/6 (11 period): Class moved to the x-hour

03/12 (3:00pm-6:00pm): Final Exam