Tuesday  Thursday  

126 The Pythagorean Theorem a^{2 }+ b^{2 }= c^{2} 

131 Tangrams and Dissection Puzzles 
(Regular) Polygons
Tilings of the Plane 

27 Symmetry and Tilings of the Plane 
29
Symmetries for a Single Polygon Reflections and Rotations. PLUS...Friezes, wallpaper, and tilings. ...ppppp... ...ddddd... 




221 The Torus Euclidean and Projective Geometries The conics 
The
Platonic Solids
Begin Topology of Curves and Surfaces 

Symmetry
of Solids
Begin Topology of Curves and Surfaces Accounting for Curves in the Plane 

37
Appplications of the Euler Formula "A Hard Problem" What's possible and what's impossible! The Utilities Problem in the Plane! Complete Graphs in the Plane!
The Coloring Problem 
The
Color Problems on the plane and the sphere and ..Maps and the
torus...


Creating
topological surfaces:
The Moebius Band 
More on
topological surfaces
Classification 

328 ( continuation of last
weeks notes) Finish classification of surfaces Surfaces and the Euler Characteristic 

44 Similarity in the plane and space.

Geometric
Sequences and Geometric
Series 4
+ 2+1 + 1/2 +1/4 + 1/8 +...
= 7 + "1" = 8 

411 A look at the infinite Geometric series. 

418 Infinity and Measurements 
420 Areas, Rate and Slopes 

425 Algebra for finding Rates and Slopes: the "derivative" 
427
Finding areas and position change: the "integral" The Fundamental Theorem of Calculus Begin to see the infinite: Perspective and Projective Geometry 

52 (Last Class) Seeing the Infinite: Perspective and Projective Geometry 
Project Fair
Tuesday. May 9th 9:3011:00 Presentations start at 10:00 AlsoAward Winning MathVideo "A NonEuclidean Universe" 