Tutorials
| Tutorial | Topic | Video |
| 1: 1/13 |
Problem: EX1.pdf Download EX1.pdf |
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| 2: | Problem:EX2.pdf
Download EX2.pdf Notes:Notes2.pdf Download Notes2.pdf |
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| 3: |
Problem:EX3.pdf Download EX3.pdf |
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| 4: |
Problem:EX4.pdf Download EX4.pdf |
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| 5: | Problem: EX5.pdf
Download EX5.pdf Notes:Notes5-1.pdf Download Notes5-1.pdf |
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| 6: | EX5 part 2 & last year exam review(part 1: problem 1.ab 2.a) :eq2845exam220317.pdf
Download eq2845exam220317.pdf Notes: Notes5-2.pdf Download Notes5-2.pdf |
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| 7: | Problem: EX6-1.pdf
Download EX6-1.pdf & last year exam review(part 2: 3) Notes: (included in noted6 below) |
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| 8: | Problem: EX6 Notes: Notes6-1.pdf Download Notes6-1.pdf |
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| 9: | Problem: EX7.pdf
Download EX7.pdf Notes:Notes7.pdf Download Notes7.pdf |
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| 10: | Problem: EX8-1.pdf
Download EX8-1.pdf & last year exam review(part 3: problem 2.bcd) Notes:Notes8.pdf Download Notes8.pdf |
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| 11: | Problem:EX9-1.pdf
Download EX9-1.pdf & last year exam review(part 4: problem 1.cde, problem 1 see notes 10 ) Notes: Notes9-1.pdf Download Notes9-1.pdf |
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| 12: | last year exam review (part 5: problem 4 5 6) Notes: Notes10.pdf Download Notes10.pdf Correction regarding 4(g): It's 0 not because odd symmetric, but the individual integrals go to 0. |
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Topics from Cover & Thomas, 2nd Edition
| Chapter | Suggested Reading | Example Problem |
| 2 | 2.1-2.8 | 2.14 |
| 3 | 3.1-3.2 | 3.2 |
| 4 | 4.1-4.2 | 4.13 |
| 5 | 5.1-5.9 | 5.30 |
| 8 | 8.1-8.6 | 8.9 |
| 10 | ||
| 12 | 12.1-12.2 | |
| 13 | 13.3 |