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The
History of Mathematics
A
Web Quest for 9th Grade (Mathematics)
Designed
by
Jane
Switzer
switzer@osd.ode.state.oh.us
Introduction
|
Task |
Process | Evaluation
| Conclusions
/ Credits
Introduction
Ms. Jones's eighth grade students
asked her who invented mathematics. She is very busy with end of
the semester responsibilities and isn't sure she will have enough time
to find the information for her students. She would like you to help
her out. She would like you to research two ancient cultures and
compare the mathematics they used.
The Task
You and a partner will need to
complete the activities below;
-
learn about two ancient cultures (Babylonians
and Egyptians);
-
learn about the mathematical contributions
made by each of the cultures;
-
learn about the mathematical symbolism
used by the ancient cultures;
-
compare the mathematics used by the
two cultures;
-
prepare a poster describing the cultures
as well as comparing them;
The Process
You will work
with a partner. One of you will research the Babylonians and one
of you will research the Egyptians. You and your partner will need
to decide who will research which group.
While
you research each group, keep in mind the following questions. They
will help you compare and contrast the two groups of people.
1.
What type of mathematics did your group of
people use?
2. What mathematical variables and symbols
were used by your group of people?
3. What mathematical words were used by your
group of people?
4. Did your group of people play any
mathematical games? If so,
what were they?
If you are researching
the Babylonians, use these resource.
1.
Click on Babylonians
1
2. Click on Babylonians
2
3. Click on Babylonians
3
4. Click on Babylonians
4
5. Click on Babylonians
5
If you are researching
the Egyptians, use these resources.
1. Click
on Egyptians 1
2. Click on Egyptians
2
3. Click on Egyptians
3
4. Click on Egyptians
4
5. Click on Egyptians
5
After you research the mathematics used by your group of people,
meet with your partner. Be ready to discuss the
questions listed above. You may want to use
a Venn Diagram to help organize your information.
Ask your teacher for a Venn Diagram form.
With your partner,
list the similarities and differences between the mathematics used by each
group. Make sure you state specific examples. With your
partner, design a poster that shows the mathematics used by each group
and also answers the questions listed above. Your poster is not limited
to just the four questions listed. Be creative and include more information
that will help compare and contrast the two cultures.
Evaluation
Your poster and
group work will be evaluated based on the following:
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Beginner
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Intermediate
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Advanced
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Individual Participation
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Did
little to participate in group discussion/work.
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Participated
in group discussion/work.
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Led
group discussion with ideas and cooperation.
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3 point
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7 points
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10 points
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Poster Content
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Poster
did not clearly explain each persons findings. There was some inaccurate
information. Answers a few of the presented questions. Had no addition
information.
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Poster
explained each persons findings. There was minimal amount of inaccurate
information. Answered all of the presented questions. Had not
additional information.
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Poster clearly explained each persons findings. There was no inaccurate
information. All presented questions were answered and additional information
was included.
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7 points
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12 points
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20 points
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Poster
Appearance
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Poster
was complete but was not neatly prepared. Information was present
but was difficult to locate. There was no creativity displayed on the poster.
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Poster
was complete and neatly prepared. Information was present and easy
to locate. There was a limited amount of creativity displayed on the poster.
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Poster
was complete and neatly prepared. Information was present and extremely
easy to locate. The poster displayed a great deal of creativity.
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3 points
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7 points
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10 points
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Total points for project: 40.
40 - 36 = A
35 - 32 = B 31 - 28 = C 27 -
24 = D 23 or below = F
Conclusion
You have learned
about the contributions two historical groups made to mathematics.
While the math has changed a little, they made a huge contribution to the
math we use every day.
Credits
& References
Idea for this WebQuest was
found in Larsons, Kanold, Stiff Alternate Assessment Algebra I
book.
Last updated
on June 21, 2001 .
Based on a template from The
Web Quest Page
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