Sections
The Golden Ratio and the Fibonacci Numbers defined
The History of the Golden Ratio
The History of Fibonacci
Mathematical Properties of the Golden Ratio
Constructing a Golden Rectangle
The Secret of the Golden Ratio
The Golden Ratio and Beauty...
In Humans
In Nature
In Art
In Architecture
The Golden Ratio and the Fibonacci Numbers defined
The History of the Golden Ratio
The History of Fibonacci
Mathematical Properties of the Golden Ratio
Constructing a Golden Rectangle
The Secret of the Golden Ratio
The Golden Ratio and Beauty...
In Humans
In Nature
In Art
In Architecture
Constructing a Golden Rectangle
The Golden Ratio was originally derived from the golden rectangle. The following is one method to construct a golden rectangle:

Given: a square ABCD
- Find midpoint on DC.
- Connect MB.
- Draw a circle with the center of M, radius of MB.
- Expand the DC until it meets with the circle. The intersection is one vertex of the rectangle.
- Complete the rectangle.
During the whole process, we have made the two exactly proportional rectangles, each with the side ratio Φ, the Golden Ratio.