Tessalation

This picture contains angels and demons. It resymbols to me that even good things/people and a thread of evil in them.

Tessalation

This picture is a tessalation. It has many symetrical things about it.
-Jacob Richardson

This is the tesselation of the angles and demons. If you look closely you can see that the angles are reflected by the tips of their wings and also their feet, and then in the shadows you see the demons. Very creepy!
-callie

This picture is a tesselation. It is a picture of angels and demons. In my opinion, the picture is quite interesting. It really tricks the mind because of the combination of good and evil. There are many transformations in this picture such as reflections and rotations.

-Callie

It is symetrical because the images are all exactly congruent to eachother, are are placed in 90 degree angles, so they have the same parts touching at each similar place in each group of angels.

The butterflies had SIX legs Mrs. Petit.

-Aaron

The picture is abunch of angels that are in groups of four that are rotated on their wing tips.
-Aaron

This picture resymbols rotations and reflections
-Jacob Richardson

This picture is very interesting it represents symitry of items
-Jacob Richardson

This picture has many lines of symmetry. It looks like it could be a picture at the end of a kaleidoscope. No matter which way you turn it, it always looks the same.
-Callie

This is a pretty picture. There are reflections and rotations in it. If you were to print this picture out and cut it all the way in half through any point, both sides would be exactly the same!

- Callie

That looks like a Large Blue, or Phengarious Arion, which lives in Europe and some parts of Asia. They seem to be in a kaleidoscope-like viewing chamber.
-Aaron
www.wikipedia.com/large_blue_butterfly

Cool picture. They DO have 6 legs though....
It relates to math because it is symetrical.
- Aaron

Fractals are amazing objects of symetry. They are a grand picture made up of several smaller objects that are symmetrical.

-Jacob Richardson

picture from www.my.opera.com

Leibinz started the mathematics of fractals in the 17th century, but thought that only a straight line would work.
In 1872 Karl Weierstrass gave a example of a function whose graph had a non-intuitive property of being continuous at all points but not differentiable at any point.
www.wikipedia.org/fractals
-Aaron

Fractal

Fractals are images that are very unique. They are like repeated shapes that are put together to make a big shape, but the shapes are are different sizes.
-Jacob Richardson

Fractals are considered to be infinitely complex because they appear similar at all levels of magnification. Some things in nature that are like fractals include clouds, mountain ranges, lightning bolts, coastlines, snow flakes, and some vegetables.
www.wikipedia.org/fractal
-Aaron

A fractal is too irregular to be easily described in traditional Euclidean geometric language.
www.wikipedia.org/fractals
-Callie

A fractal is a rough or fragmented geometric shape that can be split into parts, each of which is a reduced size copy of the whole. This property is called self-similarity.
www.wikipedia.org/fractal
-Callie