OPTION ONE Create 1 of your own interesting finite shape with symmetry. The object should have both rotation and reflection symmetries (D family). • The objects should be drawn neatly, precisely, and colored, unlined sheet of A4 paper. The object may be created on Illustrator. • Provide an analysis of the symmetry of the object, i.e. the axes of reflection and rotations of the object. • State the type of symmetry it has (ex. Z, ,D; , etc.). • Be creative and detailed. The more axes of reflection/rotations and interesting the object is, the better chance you have of earning a higher grade. Please do not use circles or the symmetry typeZ1 .

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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OPTION ONE
Create 1 of your own interesting finite shape with symmetry.
The object should have both rotation and reflection symmetries (D family).
The objects should be drawn neatly, precisely, and colored, unlined sheet of A4
paper. The object may be created on Illustrator.
Provide an analysis of the symmetry of the object, i.e. the axes of reflection and
rotations of the object.
State the type of symmetry it has (ex. Z, ,D3 , etc.).
Be creative and detailed. The more axes of reflection/rotations and interesting the
object is, the better chance you have of earning a higher grade. Please do not use
circles or the symmetry typeZ, .
Transcribed Image Text:OPTION ONE Create 1 of your own interesting finite shape with symmetry. The object should have both rotation and reflection symmetries (D family). The objects should be drawn neatly, precisely, and colored, unlined sheet of A4 paper. The object may be created on Illustrator. Provide an analysis of the symmetry of the object, i.e. the axes of reflection and rotations of the object. State the type of symmetry it has (ex. Z, ,D3 , etc.). Be creative and detailed. The more axes of reflection/rotations and interesting the object is, the better chance you have of earning a higher grade. Please do not use circles or the symmetry typeZ, .
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