Easter might provide extra time to put into Chapter 3.
Matrices Test — Corrections
I have a bit of a backlog of corrections but hopefully I can get these to ye before Easter Sunday.
Week 9
Lectures
Final two sections of Chapter 3:
- Partial Differentiation I (31 minutes)
- Partial Differentiation II (38 minutes)
- Error Analysis using Differentials (30 minutes)
- Error Analysis Example (5 minutes)
Here are last year’s lectures of the same material:
- Functions of Several Variables (12 minutes)
- Partial Differentiation: Theory (25 minutes)
- Partial Differentiation: Examples (11 minutes)
- Higher Order Partial Derivatives (21 minutes)
- Partial Differentiation Tutorial (9 minutes)
- Differentials (10 minutes)
- Propagation of Errors (7 minutes)
- Propagation of Error Examples (25 minutes)
Exercises
How much time you put into homework is up to you: of course the more time you put in the better but we all have competing interests. Please feel free to ask me questions about the exercises.
Try:
- p. 143, Q. 1-5 [Note these exercises are interleaved – there are questions here from earlier sections in Chapter 3]
- p. 150, Q. 1-6 [Note these exercises are interleaved – there are questions here from earlier sections in Chapter 3]
Additional Exercises: p. 143, Q. 6, p. 151, Q.7-8, 9-10
Submit work for Canvas feedback by Sunday 28 March for video feedback after Monday 29 March.
Outlook
I will be providing learning support over Easter.
Looking further ahead, to after Easter, a good revision of integration/antidifferentiation may be found here. Here is some video of revision of antidifferentiation.
Week 10
Perhaps of the order of 1.5 hours of lectures on starting Chapter 4 on (Further) Integration with a revision of antidifferentiation, and a look at Integration by Parts. We will use implicit differentiation to differentiate inverse sine.
Week 11
Perhaps of the order of 1.5 hours of lectures on completing the square, and work.
Week 12
Perhaps of the order of 1.5 hours of lectures on centroids of laminas and centres of gravity of solids of revolution.
Assessment Schedule
Week 11 – 25% Differentiation Test (Zoom Tutorial in Week 10, after Easter)
Week 14 – 25% Integration Test (Zoom Tutorial in Week 13)
Study
Please feel free to ask me questions about the exercises via email. I answer emails every morning seven days a week.
Student Resources
Please see Student Resources for information on the Academic Learning Centre, etc.
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