Course Calendar and Homework Assignments for Math 112
It is expected that you work all problems listed, including the suggested problems (which will not be collected) as we cover sections of the text. You are still responsible for the problems which are listed but not graded. The set of collected problems is a minimal listing of the problems you need to work in this course, it is best if you try the suggested problems as well.
| Date | Section/Topic | Reading Assignment | Hmw to be collected | Suggested Hmw Problems |
| M, Dec 13 | More Taylor Polynomials. Proof of Euler identity
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Some suggested problems for the final: Review Exercises page: 602-4. 1-11, 14-26,28,30,32-34,37,38,43,45,46,48-53,55-61,63,65,67,68,75 (exercise 75 gives another proof of Euler's identity!) |
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| F, Dec 10 | Taylor Polynomials | Due M, Dec 13 9.1: 2,3,5,8,10,13,22,25-27,30,31 9.2: 2,5,8,10 |
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| W, Dec 8 | 11.7: Taylor Series | Sections 9.1/9.2 | Due F, Dec 10 11.6: 30,33,35,37,47,51,52 11.7: 2-5,9,11,12 |
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| M, Dec 6 | 11.6: Power series as functions | Section 11.7 | Due W, Dec 8 11.6: 1-7, 9-10 ,13,20,22 |
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| F, Dec 3 | 11.5: Power Series | Section 11.6 | Due M, Dec 6 11.5: 3-5,8-10,12-14,18,21-24,33-38 |
The rest of the problems in 1-42 |
| W, Dec 1 | Exam 3 | Section 11.5 | ||
| F, Nov 19 | Ratio/Root tests AST, Absolute& Cond Conv |
Due W, Dec 1 11.3: 12,20,29,38,41-43,50 11.4: 5-9,13,14,19,20,23,25,32 |
The rest of the problems in 11.4 | |
| W, Nov 17 | 11.3 | Section 11.4 | Due F, Nov 17 11.3: 1,3,4,11,15,16,19,21,25 |
The rest of the problems in 11.3 |
| M, Nov 15 | Finish 11.2 | Section 11.3 | ||
| F, Nov 12 | Infinite Series | Due W, Nov 17 I) Exercise on the backside of the workheet on sequences II) 11.2: 1,5,7,8,11,15,18,19,21,24,25,32,36,39,40,42,53,54 |
The rest of the problems in 11.2 | |
| W, Nov 10 | Sequences | Section 11.2 | Due M, Nov 15 11.1: 2,3,7,11,15-21,27,30,32,39,43 |
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| M, Nov 8 | Improper Integrals: Comparison Test | Section 11.1 | Writing Project 2: Gabriel's Horn Due Friday, Nov 19 |
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| F, Nov 5 | Improper Integrals | Due W, Nov 10 10.1: 1-4,6,9,14,18,22,24,27,29,41,45,46,55 10.2: 2,3,7,13,27,28,32,33,35,36 |
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| W, Nov 3 | Indeterminate Forms and LR | Sections 10.1 and 10.2 | ||
| M, Nov 1 | Limits and LR | Due M, Nov 8 4.2: 1,12,15-18,22,23,27,30,37-39,46,49,50,56,62,66,77,79,83,88,90,91 |
The rest of the problems in this section | |
| F, Oct 29 | 7.4 Separable DE | Section 4.2 (S-12, end of the book) | Due M, Nov 1 7.4: 9-13,20,21,26,27,29 |
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| W, Oct 27 | Exam II, Writing Project | Section 7.4 | ||
| M, Oct 25 | Review/Writing Project | Writing Project 1: Deep Tunnel Due Friday, Nov 5 |
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| F, Oct 22 | Finish 7.3 | |||
| W, Oct 20 | Finish 7.2, start 7.3 | Due M, Oct 25 7.3: 3,6,8,10,12,16,18 |
The rest of the problems in 7.3 | |
| M, Oct 18 | 7.2 Volumes | Section 7.3 | Due F, Oct 22 7.2: 13-15,18,19,21,23,36,45,48-50 |
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| F, Oct 15 | Practice with area and arc length | Section 7.2 | ||
| W, Oct 13 | Area btw two curves and Arc Length | Due M, Oct 18 1) Arc Length Problem Set 7.1: 1,8,16,18,20,22,24,38,40,49 + do 16,18, and 24 by integrating wrt y also |
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| F, Oct 8 | Miscellaneous Integrals | Due W, Oct 13 8.4: 10,13,16,18,19,31,34,37,39,45,60,66 |
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| W, Oct 6 | Trig Integrals & Trig Subs |
Due F, Oct 8 8.3: 2,4,6,9,10,11,14,17,24,26,27,32,37,47 |
The rest of the problems 1-38 | |
| M, Oct 4 | Gateway Exam Trig Integrals |
Section 8.3 | ||
| F, Oct 1 | Review for Gateway. Misc integrals | Due M, Oct 4 8.4: 1,5,7,12,24,25,40,51,55,56,83 |
Review for the gateway exam | |
| W, Sep 29 | 8.2: Partial Fractions | Due F, Oct 1 8.2: 5,6,8,10,15,16,19,20,25,36,38 |
The rest of the problems 1-40 | |
| M, Sep 27 | Integration by Parts | Section 8.2 (this one will have double weight, 4 pts) |
Finish the worksheet on integration by parts | |
| F, Sep 24 | 8.1: Integration By Parts | Due W, Sep 29 8.1:
2, 5,10,13, 21,23,26,30,32, |
The rest of the problems 1-54 | |
| W, Sep 22 | Midterm Exam I Review Basic Integration & Substitution Rule |
Section 8.1 | Finish the integration worksheet by Friday. Make sure you know how to do these kinds of integrals. | |
| F, Sep 17 | 6.2 | Due M, Sep 20 6.2: 1, 2, 5, 6, 11, 13, 15, 17 |
Suggested Review Problems for the Exam: 5.6: 4, 7,17,22 5.7: 24,29,38,39,41,43 6.1: 6,7,9,24,27,52,66 6.2: 7-10,27abc 6.3: 12,14,17 |
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| W, Sep 15 | 6.1 | Section 6.2 | Due F, Sep 17 6.1: 1,4,5,8,11,19,26,28,30,32,36,46,58,59 |
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| M, Sep 13 | Student Loan Lab | Section 6.1 | Due W, Sep 15 Student Loan Lab |
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F, Sep 10 |
Connection btw Euler's method and Riemann Sum Maple Quiz |
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| W, Sep 8 | Computing Integrals by Riemann Sums |
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| M, Sep 6 | 5.7: Working with Sums | Due F, Sep 9 Section 5.7: 1-4,7,12,21-23,25-28,31,36,37,42,45,48 (Hint for part a of 48: Write out the summation explicitly and do the cancellations) |
5.7: 8, 11, 15, 16, 30, 32, 33, 40, 41, 44, 47, 49 |
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| F, Sep 3 | 5.6: Riemann Sums and Integral as a Limit |
Section 5.7 | Due W, Sep 8 Section 5.6: 5,6,9,16,18,21,23,24,28,31,32 |
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| W, Sep 1 | Euler's Method Maple Implementation of Euler's Method |
Section 5.6 | Due: M, Sep 6 Section 6.3: 9, 13(skip the second question of part d) Do the computations in Maple, print out the results and turn it in |
The rest of the problems in 6.3 |
| M, Aug 30 | Course Admin Intro to Maple |
How to Use This Book: Notes for Students. Page xvii | Due: F, Sep 3 Intro Maple Lab Exercises |