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For the next set of Wiki Pages, please make sure your notation is appropriate. Here is a nice web-based equation editor I've found it easy to right click the image, then copy location and then insert file, then external image. Sitmo Equation Editor

As part of the review process, please use the Widget option and embed the Google Survey. Here's the embedded code:
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You will be responsible for creating and editing the content on this wiki. (**be sure to cite external sources appropriately! I will be checking your material for originality, or to make sure you have included the website or citation of the original source**)

Page 4: **Vector Calculus and Calculus of Power Series** 1. Vector Calculus- **Jen, Katie** 2. Geometric Sequences and Series, notation and geometric sums(josh, clem) 3. Power series for basic functions **Matt** 4. Taylor and McLaurin Series **Sara**, **Ben** 5. Writing series from known series **Ben**, **Sara, Matt** 6. Convergence Testing **Marvin** 7. Interval of Convergence Using Ratio Technique (testing endpoints included) Josh, Clem 8. Error analysis: Integral Technique, Alternating Series Error and LaGrange Error Bound **- Jen, Katie**


 * Grading:** You will be graded on the quality of your entry as well as the overall edited quality of the Wiki page.

Mathematical Correctness: 10 points Thoroughness of Content: 10 points Quality of images, tables, graphs and other accompanying materials: 5 points Organization and creativity: 5 points
 * For each Concept:**
 * Overall Quality of WIKI page: 10 points** (You will have until Wednesday May 12th to edit each other's pages)

Total (special assignment category) : 40 points

Page 3: **Integrals**: Due Monday May 10th by 8:30 AM (One person per topic except Polar Areas)

1. Riemann sums, Trapezoidal Approximations (from equation, graph and table of values) - **Jen** 2. Linear Approximations - **Nico** 3. Formal Definition of Antiderivative and Indefinite Integral-**Katherine** 4. Fundamental Theorem of Calculus (multiple representations) - **Clem** 5. Distance, Displacement and Acceleration for Linear motion-**KATIE!!!!** 6. Integral Properties and Techniques: Power rule, U-substitution - **Jake** 7. Integration by Parts - **Reuben** 8. Integrating Higher Power Trigonometric Functions-Ben 9. Areas Between Curves - **Marvin** 10. Volumes of Solids of Rotation - **Suchana!** 11. Volumes of Solids with Known Cross Sections 12. Solving Differential Equations by Separating Variables: Exponential Growth and Decay - **Matt** 13. Slope Fields: Graphical Solutions of Diff EQ's - **Brandan** 14. Euler's Method: Numerical Solutions of Diff EQ's - **Sara** 15. The Logistic Function: Including Solving Using Partial Fractions - **Aasim** 16. Arc Lengths of Rectangular, Parametric and Polar Functions - **Kelsey** 17. Areas in Polar Coordinates, Including Areas of Overlapping Polar Functions (Two people) 18. Integral Rules for all Functions - **Veronica** 19. Improper Integrals - **Michael** 20. Average Value of a Function and Mean Value Theorem for Integrals - **Josh**

Page 2 **Derivatives**: Due Wednesday April 7th by 8:30 AM (Two people per topic. One topic will have one person) 1. Graphical representation of derivative, both as slope and as functions - Matt, Ben 2. Numerical representations: Difference quotients-Suchana, Reuben (do you mind?) 3. Two Definitions of derivatives: //f'(c)// and //f'(x)// connect graphical, numerical, algebraic and verbal Nico and Veronica 4. Derivative Techniques - Jake and Michael 5. Derivative rules for all functions. Power, Trig, logarithmic, exponential, inverse trig, inverse functions. Brandan n Marvin 6. Parametric derivatives and second derivatives **Kelsey (anybody want to be my partner?)**, Sara **(ok!)** 7. Implicit differentiation - Katie, Jen 8. Related Rates- Josh Katz, Clem (yeah, sorry about the late entry) 9. Uniqueness Theorem, Mean Value Theorem, Rolle's Theorem - Anna, Katherine 11. Critical points, points of inflection and maximum and minimum values, with optimization.-Nate AND **AASIM**
 * Power rule
 * Chain Rule
 * Product Rule
 * Quotient Rule
 * Deriving an integral function
 * Logarithmic differentiation

Page 1: Take it to the Limit Due Date: Monday March 1st

Contents : (Sign up for one topic. Maximum three people per topic.) Please create a new page for each topic.
 * Numerical representation of a limit and formal definition of a limit - Veronica Michael Kelsey
 * Graphical representation of a limit - Reuben, Aasim, Nate (hope you guys don't mind me crashing the party)
 * Algebraic methods for evaluating limits - Katie, Jen, Suchana
 * factoring/simplifying
 * rationalizing numerator/denominator
 * l'Hospital's Rule (including logarithmic method) - Matt, Ben, clem (yeah sorry i'm so late)
 * Limit Theorems and Properties- Josh, ~*'SARA'*~ :)
 * Continuity and Discontinuity - Marvin Jason Brandan
 * Limits involving infinity (including oscillating functions) -Nico
 * Intermediate Value Theorem - Anna, Katherine, Jake