Topology is an area of mathematics that deals with abstract,
idealized notions of shape and connectedness and seeks to describe the
fundamental characteristics of a shape in general.
The goal of this class is to provide introductory activities
for some of the more recognizable topological topics such as knot theory and graph
theory. Through the use of puzzles,
games, and math riddles, students will begin to understand underlying connections
and relationships within mathematical models.
In this class, your child will:
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Learn about Euler’s approach to the problem of the Kӧnigsberg
bridges.
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Lean about the mathematician Paul Erdӧs and his
thoughts on random networks
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Learn about critical path analysis
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Explore the Knight’s Tour problem
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Play a number of network games and solve network puzzles
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Create their own Instant Insanity game
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Learn what properties of a geometric shape, structure,
or construction are preserved when a shape is distorted
I’m excited to be working with your child during this unit.
Please ask your child about his/her day at EEE and feel free to contact me with
any questions or concerns regarding your child’s progress.
