A Golden Relationship Part II

  

 

 

            

 

Student 

Art Projects

 

    The following projects give an artistical approach to the geometric applications of the Golden Proportion. Each pattern has its own unique qualities; each detail a result of an exploration into A Golden Relationship.

 

Project 1

Divide the sides of the one of the following shapes into lengths corresponding to palindromic sequences of Fibonacci numbers and connect the points in a manner of your choosing.

a. Pentagon

b. any member of the Rectangle family

c. any of the Special Triangles

d. Golden Rectangle

Ideally Proportional 

 

 

Ideally Proportional

by Rafael

 

 

 

 

Diamond

by Lisa

 

 

Triangle Parts

by Ralph and Shawn

 

 

 

 

 

 

Project 2

Using one or more of the results of problem 1, create a two-dimensional composition.

 

 

Starsphere

by Abbie

 

 

 

Project 3

Using the concept of divergency constant in the arrangement of leaves around the stem of a plant, create a representational or abstract sculpture.

 

 

Fibonacci Flower

by Matt

 

 

 

Project 4

Using the pentagon and pentagram variations, create a pattern in black or white, or a color arrangement of your choice.

 

 

Starstruck

by Felicia

 

 

 

Pinwheel

by Joyce

 

 

 

 

Project 5

Using a maximum of four colors, Golden Rectangles and squares, create a pattern in two dimension.

 

Whirling squares

by Abbie

 

 

 

 

 

 

This is the end of A Golden Relationship

We hope you enjoyed the journey.

Mrs. Bohl's Geometry Classes

AC Davis High