Office: CAS 275
Office Phone: 330-870-5541
Email is sforcey (AT) uakron.edu (...this is the best way to get a hold of me)
Class and Office hours:
- 2:45pm-3:45pm,
- Lots more by appointment!
- If you can't make my office hours, let me know and we can try to set up a time to meet. Here is my schedule for the semester.

Textbook: Required: Calculus Early Transcendentals, J. Stewart, Ninth edition.

Course Syllabus.
The syllabus will include information about grading policies, exam schedules and policies, etc.

Schedule

Jan 9. Day 1.
Jan 15: Last day to add.
Jan. 16: No class for MLK day.
Chapter 6: Areas and Volumes
Chapter 7: Integration methods
Jan. 22: Last day to drop.
TEST 1: Feb. 15 Volume handout. Review questions--also study hw and quizzes! Answers to review.
Feb. 21: No class on Tues. (Pres. day.)
Feb. 26: Last day to w/draw.
Chapter 11: Sequences and Series
TEST 2 Wednesday March 29. Review questions--also study hw and quizzes! Answers to review.

Some answers on Test 2 Review videos here (not partial fractions) -->
March 20-24: Spring break.
Chapter 8: Curves and Surfaces
Chapter 10: Parametric and Polar
April 28: Last day.
Test 3: Comprehensive Final Exam. 5/2/2023, Tuesday 7:45AM - 9:45AM in Kolbe 215 Review questions--also study hw and quizzes! Answers to review.

Lectures, Homework and Quizzes
Homework problems will be posted here. Homework will be assigned but usually NOT graded.
However we will have a quiz almost every week.
No makeup quizzes will be given, but 15 quiz/homework points will be dropped.
Old Syllabus for 7th Edition problems.

Week 1 part 1 (6 videos) Top menu | Next.

Review Handout for Quiz 0: Review Handout;
Review Handout for derivatives: derivative chart

Here is Quiz 0: Download pdf here:
Quiz 0, Due Jan. 13; Fill out, due in class Friday.

Here is the lecture from Jan. 11. Download pdf here:
Notes posted Jan. 11

Homework 1: Not to be turned in. Quiz based on these problems: available Jan 13
(take home, due Jan 18).

Book: 6.1 Areas Between Curves 1-11 odd, 17-29 odd (not turned in)
WebAssign Section 6.1 (not graded).

Week 1 part 2 (4 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted Jan 12

Week 2 part 1 (2 videos)Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted Jan 13

Then watch the explanations.

Homework 2: Not to be turned in. Quiz based on these problems:
(take home, Due Tues. Jan 24).

Book: 6.2 Volumes 1-29 odd, 39, 41, 49, challenge: 56-59
Book 6.3 Volumes by Cylindrical Shells 1-19 odd, 29, 37, 39, 41
WebAssign: 6.2,6.3

Week 2 part 2 (2 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted Jan 19

Then watch the explanations.

Week 2 part 3 (2 videos) Top menu | Previous | Next.

Here is the lecture. Download 2 pdf's here:
Notes posted Jan 21.

Volume Set-up handout.

Then watch the explanations.

Week 3 part 1 (2 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted Jan 24

Then watch the explanations.

Homework 3: Not to be turned in.

6.5 Average Value of a Function 1-9 odd, 15, 17, 19
7.1 Integration by Parts 1-41 odd, 57, 61, 63
WebAssign 6.5, 7.1

Quiz based on these problems: available Jan 27.

Week 3 part 2 (4 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Jan 25

Then watch the explanations.

Week 3 part 3 (3 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Jan 26

Then watch the explanations.

Week 4 part 1 (7 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Jan 29

Then watch the explanations.

Homework 4: Not to be turned in.
Quiz based on these problems:
available Feb 1.

7.2 Trigonometric Integrals 1-17 odd, 57, 61, 63
7.3 Trigonometric Substitution 1-29 odd, 33, 37
WebAssign 7.2, 7.3

Week 4 part 2 (0 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Feb 5

Then watch the explanations.

Homework 5: Not to be turned in. Quiz based on these problems: (take home, Due Feb 7).

7.4 Integration of Rational Functions by Partial Fractions 1-21 odd

Week 5 part 1 (3 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Feb 12

Then watch the explanations.

Week 6 part 1 (n videos) Top menu | Previous | Next.
TEST 1 Feb 15, during scheduled classtime. Volume handout.

Review questions--also study hw and quizzes! Answers to review

Videos and paper solutions to the review problems:

Here are some review problems worked out: #1,2,5,9,10,14 Download pdf here:
Solutions for several problems.

Here are some more review problems worked out: #7,11,12,16 Download pdf here:
Solutions for several more problems. Note: #8 is the same picture as 7, but washers!

Review Number 3)

Review Number 6)

Review Number 13)

Review Number 15)

Review Numbers 17, 18, plus 1)

Week 6 part 2 (2 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for Feb 15

Day 15 (2 videos) Top menu | Previous | Next.

Here is the lecture for Feb 16. Download pdf here:
Notes posted for Feb16

Day 16 (2 videos) Top menu | Previous | Next.

Here is the lecture for Feb 19. Download pdf here:
Notes posted for Feb 19

Homework 6: 7.7 Approximate Integration 7, 11, 15
Excel spreadsheet for Simpson's Rule example (Use as model; needs different
functions and constants for any new problem.)

Day 17 (3 videos) Top menu | Previous | Next.

Here is the lecture for Feb 21. Download pdf here:
Notes posted for Feb 21

Homework 7: Not to be turned in. Quiz based on these problems.

7.8 Improper Integrals 1, 5-41 odd, 49, 51, 53

Day 18 (3 videos) Top menu | Previous | Next.

Day 19 (1 video) Top menu | Previous | Next.

Here is the lecture for Feb. 25. Download pdf here:
Notes posted for Feb 25

Day 20 (6 videos) Top menu | Previous | Next.

Here is the lecture for Feb. 28. Download pdf here:
Notes posted for Feb 28

Homework 8: Not to be turned in. Quiz based on these problems:

11.1 Sequences 1, 1-55 odd, 75-79 odd
11.2 Series 1, 15-47 odd, 51-63
11.3 The Integral Test and Estimates of Sums 3-29 odd

Day 21 (3 videos) Top menu | Previous | Next.

Here is the lecture for March 1. Download pdf here:
Notes posted for March 1

Quiz 6 Download here: Quiz 6

Day 22 (4 videos) Top menu | Previous | Next.

Here is the lecture for March 2. Download pdf here:
Notes posted for March 2

Series Tests 1 handout.

Day 23 (4 videos) Top menu | Previous | Next.

How make a million dollars with Calculus 2! Now with a Riemann zeta calculator on page 2.

Here is the lecture for March 7. Download pdf here:
Notes posted for March 7

Series Tests Both Pages handout.

Day 24 (3 videos) Top menu | Previous | Next.

Homework 9: Not to be turned in.
Quiz based on these problems.

11.4 The Comparison Tests 1-31 odd
11.5 Alternating Series 3-19 odd, 23, 29
11.6 Absolute Convergence and the Ratio and Root Tests 1-9 odd, 10, 11-29 odd
11.8 Power Series 1-27 odd

Day 25 (4 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted.

Series Tests Both Pages handout.

Day 26 (5 videos) Top menu | Previous | Next.

Day 27 (3 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for March 30

Series Tests Both Pages handout.

Homework 10: Not to be turned in. Quiz based on these problems.

11.9 Representations of Functions as Power Series 1-29 odd

Day 28 (4 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted for April 4

Day 31 (3 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted.

Homework 11: Not to be turned in. Quiz based on these problems:

11.10 Taylor and Maclaurin Series 5-19 odd, 25-51 odd, 63

Day 32 (2 videos) Top menu | Previous | Next.

Day 33 (3 videos) Top menu | Previous | Next.

Here is the lecture. Download pdf here:
Notes posted.

Homework 12: Not to be turned in. Quiz based on these problems:

10.1 Curves Defined by Parametric Equations 1-15 odd, 19, 21, 24, 25, 27, 28
10.2 Calculus With Parametric Curves 1-21 odd, 25, 29, 33, 41, 43, 45, 61, 63, 65
10.3 Polar Coordinates 1-45 odd, 54, 55-61 odd