Math 1AA3/1ZB3 Course Calendar – Winter 2020

(Timing is VERY approximate and WILL be subject to adjustment)

Updated Dec. 8th, 2019

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Week Dates Topic
Week #1 January 6-10   Introduction - Who, What, Where, Why, When?

  Lectures:

7.5 Integral review

7.8 Improper Integrals


Week #2 January 13-17   Lectures:

App. E Induction

11.1 Sequences (Omit Defn. 2)

11.2 Series


Week #3
January 20-24   Lectures:

11.2 Series (Continued)

11.3 Integral Test & Sum Estimates

11.4 Comparison Tests (Omit sum estimates)


Week #4
Jan. 27-31   Lectures:

11.5 Alternating series

11.6 Absolute Convergence, Ratio & Root tests

11.8 Power Series


Week #5 February 3-7   Lectures:

11.9 Functions as Power Series (Omit example 8b) )

11.10 Taylor & MacLaurin (Omit Mult. and Division of Series))


Week #6 February 10-14 Test #1 - Monday, February 10th: (Tentative date)

 1.5hr (90 min) duration, in the evening. See Announcements for details

  Lectures:

11.11 Taylor Polynomials and Error (Omit other applications)

8.2 Surface Area of Revolution

8.3 Hydrostatic Force and Pressure (Omit other applications)


Week #7 February 17-21

READING WEEK, NO CLASSES

Week #8 Feb. 24-29   Lectures:

9.1 Intro. to ODE & Modeling

9.3 Separable ODE

3.8 Exponential Growth and Decay


Week #9 March 2-6   Lectures:

9.5 Linear ODE

10.1 Parametric Equations

10.2 Calculus of Parametric Curves

Week #10 March 9-13   Lectures:

10.2 Calculus of Parametric Curves (Continued)

10.3 Polar Functions

14.1 Multivariate Functions


Week #11 March 16-20 Test #2 - Monday, March 16th: (Tentative date)

 1.5hr (90 min) duration, in the evening. See Announcements for details

  Lectures:

14.1 Multivariate Functions (Continued)

2.3 Squeeze Theorem

14.2 Limits/Continuity in Three Dimensions

14.3 Partial Derivatives (Omit the Cobb-Douglas Production Function)


Week #12 March 23-27   Lectures:

14.4 Tangent Planes and Linear Approx.

14.5 Multivariate Chain Rule

14.6 Gradient and Du f     (Omit Tangent Planes and Gradients)


Week #13 March 30-April 3   Lectures:

15.1 Multivariate Riemann Sums and Double Integrals

15.2 Integrals on General Regions (Type I and II)


Week #14 April 6-7   Lectures:

Catch up and review