Olin university chapter/Projects/Curriculum: Difference between revisions
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== Labs == |
== Labs == |
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*Introduction to Turtle Art: |
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** draw your name |
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** make your own drawing in Turtle Art |
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*repetition: circle patterns from the FLOSS manual, tesselations |
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* Repetition: |
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*variables: color spectra |
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** circularly symmetric patterns |
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** quadrilateral tessellation |
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* Angles and lengths: |
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* robot |
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* Geometric interpretations of algebraic expressions: |
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* Variables: |
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** rectangular and circular color spectra |
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* Recursion |
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** Spiral |
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** Top hat fractal |
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* Interfacing with people: |
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* Interfacing with motors: |
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* Interfacing with sensors: |
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* Manual control: |
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* Sensor control: |
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Revision as of 21:22, 31 December 2009
Turtle Art Curriculum
This lab-based curriculum is designed to teach a variety of math and engineering concepts through [Turtle Art]. It will be running for the first time as a after school program for 3rd - 5th graders at John Eliot Elementary School in Needham, MA in spring 2010.
Skills and Concepts
The following is a list of what we hope the students will be able to learn from this program. Due to time constraints, it is probably that some of the robotics items will not get covered this semester.
- angles and lengths
- geometric interpretations of algebraic expressions
- geometric intuition
- precise language
- variables
- repetition
- recursion
- human interface
- robotics(using the XObot)
- sensors
- motors
- manual control
- sensor-based control
Some of these skills and concepts are things we hope that the students will pick up just by using Turtle Art, such as precise language. However, for many of them we have designed a lab specifically to introduce that concept.
Labs
- Introduction to Turtle Art:
- draw your name
- convert a drawing into a Turtle Art program
- make your own drawing in Turtle Art
- Repetition:
- circularly symmetric patterns
- quadrilateral tessellation
- Angles and lengths:
- make regular polygons
- Geometric interpretations of algebraic expressions:
- make a visual representation of an equation (e.g. 3+4=7 could be represented with three lines)
- Variables:
- rectangular and circular color spectra
- Recursion
- Spiral
- Top hat fractal
- Sierpinski's triangle
- Interfacing with people:
- control turtle from keyboard, make a turtleart game
- Interfacing with motors:
- hook up to the xobot
- Interfacing with sensors:
- Turtle Art oscilloscope
- Manual control:
- move the xobot with a mouse click
- Sensor control:
- move the xobot to a particular distance from another xo