Updated 10-03-14
I am not currently teaching this course so this page is unlikely to be updated.
Back to home: Ms. Walkup's Home Page
Classroom documents:
Syllabus: Download
Classroom Expectations: Download
Class Participation Rubric: Download
Home Work Rubric: Download
Grading:
Homework, Classwork, and Participation: 15%
Tests & Quizzes 70%
Quarterly Assessments: 15%
Online Resources:
Sosmath.com. I discovered this site in college and have been a huge fan ever since: http://sosmath.com
MIT Open Courseware: If you need a second look at what we covered in class, take a look at some of the video lectures here: MIT Calculus
Kahn Academy: http://www.khanacademy.org/
e Math Help: A great resource for Algebra 2 to Calculus! http://www.emathhelp.net
A graphing calculator simulator: http://www.emathhelp.net/calculators/calculus-1/online-graphing-calculator/
Documents from class:
Limits:
Limit Laws:
Some notes on limits and continuity:
Limits and Continuity - Limits to Infinity:
MIT videos on discontinuity: Link
Limits Part 2 - Review Problems:
Limits Part 2 - Answers to Review Problems (2 documents): Download 1, Download 2
Chapter 2: Definition of Derivative:
Derivatives of Sin & Cos videos: Link
2.6 Continuity and Differentiability: Look at the "Recitation video" here: Link
Chapter 3: Differentiation:
As we move into using the definition of derivative to find more derivative shortcuts, you may find sessions 9, 10, and 11 helpful for review: Link
For extra background working with a^x, you may wish to review the videos here: Link
3.1 - 3.3 Classwork, homework, and answers:
3.4: The MIT site has a very good discussion of the Chain Rule: Link
3.4 Chain Rule and 3.5 Trig Functions HW with answers:
If you came here for the HW answers and are looking for some entertaining reading, check out this "What If" article: http://what-if.xkcd.com/20/
3.6 Chain Rule and Inverse Functions - If you need to see this one more time, MIT does it here: MIT Link
3.7 Implicit Differentiation - If you need to see this one more time, MIT does it here: MIT Link
3.6, 3.7 CW / HW sheet with answers:
3.9 - Linear approximations - For MIT's take on them, look over this session and the next: Link
Chapter 4: Applications of Derivatives
4.1 - This is the pdf I will be using in class: .
4.2 - Here is a brief demonstration of translating / transforming families of graphs. Link.
- Here is MIT's take on curve sketching. Link.
- Here is the document from the other book I had up in class. .
4.5 - Here is the answer to #20 done out: .
- Here are the 4.5 Angry Mike Worksheet answers:
Q2 PRACTICE Common Task: Here is the practice common task prompt:
And here are the practice common task solutions:
4.6 - MIT's video lesson on Related Rates: Link.
4.5, 4.6 - Here are a few sample problems from the book's selected sample test questions. Answers with shown work are included. .
4.7 - Answers to Page 311 / 312 wkst: Download. The problem sheets are below with the attachments.
Chapter 5: The Definite integral
Some spiffy Calculus apps from your book: http://higheredbcs.wiley.com/legacy/college/hugheshallett/0470089148/applets/HHapplets.htm
There is a nice one for section 5.1 in there.
Here's where MIT starts dealing with definite integrals: Link.
Holy grail of math class: http://www.wolframalpha.com
Chapter 6: Constructing Antiderivatives
6.1, 6.2: Here are some sample homework and classwork problems with answers:
6.4: Second Fundamental Theorem of Calculus: I recommend checking out MIT's introductory videos on this concept, especially the recitation videos. Link
You may be wondering why we need two variables in our integrals. Here's a good explanation of why: Link.
Chapter 7: Antiderivatives
7.1: Antiderivatives through substitution via MIT: Link.
7.2: Integration by parts: Short and sweet. http://xkcd.com/1201/
For those of you wondering about tabular integration from the other class, here is a good link explaining how to do it: Link.