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Math 213 Math 213 Professor Mitchell Professor Mitchell Click Here For Click Here For Translation Translation Click Here For Click Here For Reflection Reflection Click Here For Click Here For Rotation Rotation Click Here For Click Here For Final Final Tessellation Tessellation Summary Summary Grading Grading Rubric Rubric

Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

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Page 1: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Math 213Math 213Professor MitchellProfessor Mitchell

Click Here ForClick Here ForTranslationTranslation

Click Here ForClick Here For ReflectionReflection

Click Here ForClick Here ForRotationRotation

Click Here For Click Here For FinalFinal

TessellationTessellation

SummarySummary GradingGradingRubricRubric

Page 2: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

For this project, I created four different tessellations. The first For this project, I created four different tessellations. The first exemplified the transformation known as translation also called the slide exemplified the transformation known as translation also called the slide transformation in which an object is moved a long a straight line and is not transformation in which an object is moved a long a straight line and is not turned. The shapes involved in the translation were Isosceles triangles turned. The shapes involved in the translation were Isosceles triangles nibbled from rectangles, and squares, which together made up little houses nibbled from rectangles, and squares, which together made up little houses and the tessellation pattern was vertically symmetrical. The second and the tessellation pattern was vertically symmetrical. The second tessellation shows the transformation known as reflection, also referred to as tessellation shows the transformation known as reflection, also referred to as a flip transformation in which, on a plane, the replacement of each point on a flip transformation in which, on a plane, the replacement of each point on one side of a line by the point symmetrically is placed on the other side of one side of a line by the point symmetrically is placed on the other side of the line. The shapes involved in my reflection tessellation were trapezoids the line. The shapes involved in my reflection tessellation were trapezoids and diamonds and the tessellation was both vertically and horizontally and diamonds and the tessellation was both vertically and horizontally symmetrical. The third tessellation exemplified the transformation known as symmetrical. The third tessellation exemplified the transformation known as Rotation also known as the turn transformation. Rotation is defined as a Rotation also known as the turn transformation. Rotation is defined as a transformation on a plane determined by holding one point fixed and rotating transformation on a plane determined by holding one point fixed and rotating the plane about this point known as the center of rotation, by a certain the plane about this point known as the center of rotation, by a certain number of degrees in a certain direction. The shapes involved in this number of degrees in a certain direction. The shapes involved in this tessellation were diamonds and the tessellation had both vertical and tessellation were diamonds and the tessellation had both vertical and horizontal symmetry. The final tessellation is a multiple figure tessellation horizontal symmetry. The final tessellation is a multiple figure tessellation combing all three of the previous transformations including a translation (the combing all three of the previous transformations including a translation (the houses), a reflection (the trapezoids), and a rotation (the diamonds) houses), a reflection (the trapezoids), and a rotation (the diamonds) The entire tessellation is vertically symmetrical. The entire tessellation is vertically symmetrical. Main MenuMain Menu

Page 3: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Click Me ToClick Me ToTessellate !Tessellate !

Page 4: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Main MenuMain Menu

Page 5: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Click On MeClick On Me To See MyTo See MyReflectionReflection

Click Here To Tessellate!

Page 6: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Main MenuMain Menu

Page 7: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Click On MeClick On MeToTo

TessellateTessellate

Click on Click on the the

ArrowArrow to See to See

My My RotatioRotatio

n!n!

Page 8: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Main MenuMain Menu

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Next

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Main MenuMain Menu

Page 11: Math 213 Professor Mitchell Click Here For Click Here For Translation Click Here For Click Here For Reflection Click Here For Click Here For Rotation Click

Tessellation Project Tessellation Project RubricRubric

Total PointsTotal Points Your Your PointsPoints

Description/Write-upDescription/Write-up 2020

Originality/CreativityOriginality/Creativity 1010

Original figure outlinedOriginal figure outlined 1010

ColoredColored 1010

TessellatesTessellates 1010

TranslationTranslation 1010

RotationRotation 1010

ReflectionReflection 1010

SymmetrySymmetry 1010

100 points total100 points total

Escher Like(extra)Escher Like(extra) +10+10

Possible pointsPossible points 110110

Main MenuMain Menu