Name:
___________________Per.__
Mathematician:
________________________
Mathematician Project
Honors Precalculus
Objective: Students will research a
mathematician’s contributions to calculus in order to gain a better perspective
on the foundation of calculus.
Calculus Standards: This project is an introduction to
most of the Calculus standards by building a foundation in calculus development
and introducing common calculus problems and applications. Specific standards
addressed are dependant upon student work.
Library Standards:
Standard 1 Accesses information efficiently and
effectively
Standard 2 Evaluates information critically and
competently
Standard 3 Uses information accurately and
creatively
Standard 8 practices ethical behavior in regard to
information and information technology
Task: You will choose a partner to work with, and together you
will be assigned a mathematician to research. You will present your findings in
a 5-7 minute presentation.
Research Requirements:
□
Biographical
Information – details on the mathematician’s life outside of their math career.
□
Schooling
– areas of study and location of their academic life
□
Contributions/Work
– what topics did they work on and how did that compare and contrast with the
current mathematics of that time.
□
Proof
or Problem – Find a detailed problem
or proof that the mathematician worked on. Extra points will be given if for
outstanding explanations of 2 or more proofs or problems specifically related to calculus. – must be cleared by Miss Vander Helm.
□
Resources
– explained by librarian.
Presentation Requirements:
□
Choose
a method of presentation and get it approved by Miss Vander Helm. (Possible
options: News cast, talk show, short play, PowerPoint, scrapbook, in character
dialogue/speech, poster/tri-fold, video, etc.)
□
Handout:
You need to prepare a handout for your presentation so your classmates can
easily follow along. The handout should be interactive with blanks to fill in,
pictures to draw, short answers, room to work a problem, etc. The specifics of
the handout will be determined by the nature of your presentation. The handout should
also address the topics of both partner’s test questions. (approximate length:
1 page, front only, but you are graded on content, not length)
□
Presentations
will be given in chronological order by your mathematician’s birth year. Your
presentation should last between 5 and 7 minutes. I will stop your presentation
if it lasts longer than 10 minutes. PRACTICE the timing! Presentation Dates: 10/14 – 10/17
Individual Requirement:
Each of you will be responsible for 5 ORIGINAL test problems related to your
research. You should write the problems based on what you want the class to
have learned from your presentation. Small details about their life may not be
the best topics to write questions on. The problems must be written using
coherent, test-like wording, and answers must be provided. They may be multiple
choice, true false, or short answer questions. Be sure
to make citations where necessary. Please consult your partner to make sure
your questions are different. The questions should be typed up and sent to Miss
Vander Helm via e-mail by OCTOBER 10,
2008: hvanderh@hartdistrict.org
Works Cited Requirements: A Bibliography will be
required to give credit to your sources. The Librarian will give you more
information regarding these requirements.
Website Suggestions:
http://www-history.mcs.st-and.ac.uk/history/index.html
http://www.agnesscott.edu/lriddle/women/women.htm
http://www.maths.tcd.ie/pub/HistMath/HistMath.html
Archimedes of
Bhaskara
II
Rene Descartes
Bonaventura Cavalieri
Pierre de Fermat
Isaac Barrow
Sir Isaac Newton
Gottfried Wilhelm von Leibniz
Guillaume L’Hopital
Brook Taylor
Leonhard Euler
Maria Agnesi
Joseph Fourier
Bernard Bolzano
Augustin
Louis Cauchy
Karl Weierstrass
Georg Riemann
Scoring:
I
will use the following rubrics to grade your presentation. Please review these
carefully while creating your presentation and materials.
|
Rubric |
Below Basic |
Basic |
Proficient |
Advanced |
|
Biographical Information (8 points) |
Included
0-2 biographical facts. |
Included
3-4 biographical facts. |
Included
5-6 biographical facts. |
Included
7 or more biographical facts. |
|
Contributions/ Work (12 points) |
Mentioned
one contribution. |
Explained
one contribution |
Explained
one contribution and how it influenced the development of calculus. |
Explained
two or more contributions and how they influenced the development of
calculus. |
|
Proof/Problem (12
points) |
N/A |
Mentioned a proof or problem that your
mathematician worked on. |
Explained a proof or problem that your
mathematician worked on. |
Explained two or more proofs or
problems that your mathematician worked on.[Extra pts] |
|
Individual Requirement (Test Questions) (12 points ) |
0
- 3 test questions. |
4
test questions |
Five
Test questions that stress the important parts of your presentation. |
Five
or more test questions that have appropriate difficulty and have varying
methods of questioning. |
|
Presentation Time (8 points) |
Between
0 – 3 or 9 – 10 minutes |
Between
3 – 4 or 8 – 9 minutes |
Between
4 – 5 or 7 – 8 minutes |
Between
5 and 7 minutes |
|
Handout (8 points) |
Handout
has basic information. |
Handout
has important information that directly follows your presentation. |
Handout
has important information that directly follows your presentation and is
interactive. |
Handout
includes “proficient” items and includes something unique or creative. |
|
Speaking Skills (4 points) |
Speaking
was not at all clear, audible, appropriate, or well paced. |
Speaking
was sometimes clear, audible, appropriate, and well paced. |
Speaking
was mostly clear, audible, appropriate, and well paced with some improvement
needed. |
Speaking
was clear, audible, appropriate, and well paced. |
|
Visual Appeal (8 points) |
Visuals
were basic, but not visible to students. Very little color or effort. |
Visuals
had good information, some color, and were mostly visible. |
Visuals
had great information, a lot of color, and were visible to ALL students. |
Visuals
enhanced your presentation, were colorful, appealing, and visible to all. |
|
Citations (8 points) |
No
citations were used. |
1-3
citations were used, but some incorrectly formatted. |
1-3
citations used with correct formatting. |
4
or more citations used with correct formatting. |
Total
from rubric: _______ / 80
Works
Cited Score: ________/ 10
Wow Points: __________
OVERALL
SCORE: ___________ / 90
Comments:
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