M.C. Escher
   Born: June, 17 1898
   Died: March 27, 1972
Feelings on Education
   Escher did not like school.



   Although he enjoyed geometry and art he
    did not enjoy sitting in a classroom.
My Favorite Escher Pieces




           Drawing Hands
High and Low   House of Stairs   Liberation
Very Interesting

                    P
                    u
                    d
                    d
                    l
                    e




 What do you see?
R
                     e
                     p
                     t
                     i
                     l
                     e
                     s


What do you think?
W
           a
           t
   Is      e
  this     r
possible   f
   ?
           a
           l
           l
Escher
Tessellations
Escher’s 3-Dimensions
   Escher was a master creator of thought
    provoking geometric designs.


                        The depth to his
                           creations is
                          astounding!
M.C. Escher


 An Artist Never
to be Duplicated!
The Geometry of Escher’s Art
   Begin with a basic shape: square,
    triangle, hexagon (The sides must be
    equal.)
   Follow the tessellation rules: translation,
    rotation, reflection.
   You can combine rules… “glide-reflection”
    is a slide-flip
TRANSLATION




C
u   Slide
t




                   New Shape
Tessellation Presentation
   Working with your
    group create a
    tessellation puzzle
    piece.
   Demonstrate the step
    by step process to
    create the piece.
   Demonstrate the       Presentation MUST be created
    process of using the  using suggested INTERNET
    piece to create your  tools!
    tessellation artwork.

Tessellation ppt

  • 1.
    M.C. Escher Born: June, 17 1898 Died: March 27, 1972
  • 2.
    Feelings on Education  Escher did not like school.  Although he enjoyed geometry and art he did not enjoy sitting in a classroom.
  • 3.
    My Favorite EscherPieces Drawing Hands
  • 4.
    High and Low House of Stairs Liberation
  • 5.
    Very Interesting P u d d l e What do you see?
  • 6.
    R e p t i l e s What do you think?
  • 7.
    W a t Is e this r possible f ? a l l
  • 8.
  • 9.
    Escher’s 3-Dimensions  Escher was a master creator of thought provoking geometric designs. The depth to his creations is astounding!
  • 12.
    M.C. Escher AnArtist Never to be Duplicated!
  • 13.
    The Geometry ofEscher’s Art  Begin with a basic shape: square, triangle, hexagon (The sides must be equal.)  Follow the tessellation rules: translation, rotation, reflection.  You can combine rules… “glide-reflection” is a slide-flip
  • 14.
    TRANSLATION C u Slide t New Shape
  • 16.
    Tessellation Presentation  Working with your group create a tessellation puzzle piece.  Demonstrate the step by step process to create the piece.  Demonstrate the Presentation MUST be created process of using the using suggested INTERNET piece to create your tools! tessellation artwork.