Calculus III - Summer 05
In
the summer 2005 we used the
DyKnow software and Tablet PC's for all
participants to see how this collaborative approach works for a
'typical' mathematics course. All
lectures were created using
DyKnow 4.1. During each class, all students
would "join" a DyKnow session and then proceed, often interactively and
collaboratively, to work through the standard Calc 3 material. On
the right are all lecture plans and actual lecture notes as written in
class. The lesson plans end with "(plan)", the lecture end with
"(Lecture)". To view any of them you must first download and install
the DyKnow
client software. To view a lecture or plan, right-click on it and "save
as ..."
to your desktop. Then open the saved lecture in DyKnow. - If you just
click on a lecture link, it will likely now work, you must "save as
..." to your desktop and open it from there.
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 | General
Information
Practice
Exams
Resources
Lectures
First
download and install the DyKnow client. Then "right-click" on the
lecture to view and click "Save As". Then open the saved lecture in
DyKnow.
- 01a
- technology (Lecture)
- 01a
- technology (plan)
- 01b
- R3, introduction (Lecture)
- 01b
- R3, introduction (plan)
- 01c
- Vectors, dot product (plan)
- 02a
- vectors, dot product (Lecture)
- 02a
- vectors, dot product (plan)
- 02b
- cross product (Lecture)
- 02b
- cross product (plan)
- 03a
- lines (Lecture)
- 03a
- lines, planes (plan)
- 03b
- planes (Lecture)
- 04a
- space curves (Lecture)
- 04a
- space curves (plan)
- 04b
- curvature (Lecture)
- 04b -
curvature (plan)
- 05a
- normal, motion (Lecture)
- 06a
- f(x,y), limits (Lecture)
- 06a
- f(x,y), limits (plan)
- 07a
- f(x,y), limits (plan)
- 07a
- limits, continuity (Lecture)
- 08a
- partials (Lecture)
- 08a -
partials (plan)
- 09a
- chain rule, gradient (Lecture)
- 09a
- chain rule, gradient (plan)
- 10a
- max min (Lecture)
- 10a -
max min (plan)
- 11a
- integration (Lecture)
- 11a
- integration (plan)
- 12a
- applications (Lecture)
- 12a
- applications (plan)
- 13a
- vector fields (Lecture)
- 13a
- vector fields (plan)
- 14a
- line integrals, work (Lecture)
- 14a
- line integrals, work (plan)
- 15a
- conservative fields (Lecture)
- 15a
- conservative fields (plan)
- 16a
- Green and Gauss (Lecture)
- 16a
- Green and Gauss (plan)
- 17a
- stoke, gauss (Lecture)
- 17a
- stoke, gauss (plan)
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