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. 15: No class for MLK day.
Jan 16: Day 1.
Jan 22: Last day to add.
Chapter 6: Areas and Volumes
Chapter 7: Integration methods
Jan. 29: Last day to drop.
TEST 1: Feb. 23 Volume handout. Review questions--also study hw and quizzes! Answers to review.
Feb. 20: No class. (Pres. day.)
March 3: Last day to w/draw.
Chapter 11: Sequences and Series
TEST 2 Friday April 12 Review questions--also study hw and quizzes! Answers to review.

Some answers on Test 2 Review videos here
March 25-31: Spring break.
Chapter 8: Curves and Surfaces
Chapter 10: Parametric and Polar
May 3: Last day.
Test 3: Comprehensive Final Exam. 5/7/2024, Tuesday 7:45AM - 9:45AM in ASEC 120 Review questions--also study the older material, see study guides above! 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. 19; Fill out, due in class Friday.

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

Homework 1: Not to be turned in. Quiz based on these problems: available Jan 19
(take home, due Jan 23).

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.

Then take the quiz: Download pdf here:
Quiz 1, Due Jan 24

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

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

Then watch the explanations.

Homework 2: Not to be turned in. Quiz 2 based on these problems (take home due Jan. 30).

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.

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.

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.

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.

Then watch the explanations.

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

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

Then watch the explanations.

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

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

Then watch the explanations.

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

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.

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.

Then watch the explanations.

Week 6 part 1 (n videos) Top menu | Previous | Next.
TEST 1 Feb 23, 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)

Review Number 19a and 20a (called 1a and 2a in video)

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

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

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

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

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

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

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. Download pdf here:
Notes posted.

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. Download pdf here:
Notes posted.

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

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

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. Download pdf here:
Notes posted.

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

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

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. Download pdf here:
Notes posted.

Series Tests page 2 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 2nd page 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.

Series Tests page 2 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.

Day 29 (1 video) Top menu | Previous | Next.

Series Tests page 1 handout.

Series Tests page 2 handout.

Day 30 (5+2 videos) Top menu | Previous | Next.

Flashback: these examples of Interval and Radius of Convergence are from the notes of Day 25 and 26. Look previously for the theory.

Day 30 continued.

New examples.

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