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The Golden Rectangle is one of the most visually pleasing forms to the human eye.There are examples of the golden rectangle in nature, in art and in architecture. The ratio between any two adjacent Fibonacci numbers after 3 is about 1;1.6 - This is described as the Golden Ratio, or Golden Section. This Divine Proportion or Phi has been at the heart of artistic and scientific debate for centuries. In a Golden Rectangle, the ratio of the length to the width bears this proportional relationship. The Golden Ratio can be seen in the way trees grow and in the proportions of both human and animal bodies. Pythagoras discovered this method of comparing the length and width of a rectangle in order to create a perfect, harmonious, and beautifully proportioned shape. The Golden Rectangle is used in the Egyption pyramids and in Greek architecture, such as the Parthenon, and it pervades natural and architectural proportion. This is a good mathematical site for exploring Fibonacci numbers.
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