## Who Invented Geometry?

Geometry was one of the most important sciences to the ancient Greeks. They considered geometry as the “crown jewel” of their science. In fact, many of their mathematical works were based on geometry. Euclid was the first to recognize the Golden Ratio in geometric shapes. Euclid was also the first to apply an axiomatic method to mathematics. Axiomatic mathematics is the scientific method of making arguments that are proven to be true by analyzing a series of arguments. This is a much more advanced method of math. It involves a great deal of deduction, but it can be very powerful if applied correctly.

Although many early cultures had a good understanding of geometry, no one can claim to have invented it. However, many have formulated procedures for specific situations. As a result, a lot of information was passed down to the next generation. The following is a brief look at the origins of geometry.

Before the arrival of the Greeks, ancient civilizations like the Egyptians had a large amount of knowledge on geometry. Ancient Babylonians and the Indus Peoples also had a significant amount of information on the subject. These people had to use geometry in order to construct buildings and other structures. For the most part, these methods of measurement were approximate.

Early geometry was found through experimentation and intuition. By the late fourth millennium BC, Egyptians had a considerable grasp of the subject. Mesopotamians had some insight into the topic as well. While not as advanced as the Egyptians, they were still able to use algebra to a certain extent.

Another great example of a geometry that can be used in the real world is the spider web. The web can be drawn with a circle in the center and a line segment extending indefinitely. Using this method, any two points in the web can be joined by a straight line.

Eventually, these ideas were applied to more complicated problems. A circle, for instance, can have any radius. If this were not the case, it would be hard to explain how a circle can be drawn with a point at the center.

The geometry of the ancient times was probably derived from a combination of rule of thumb procedures, arithmetic and observation of analogies. These techniques were combined to form a set of axioms or principles of geometry. During this time, a number of instruments were created by a great number of philosophers and mathematicians.

Euclid’s Elements was an influential book. It is a 13 volume set that contains the main principles of geometrical computation. Each of the books contain definitions of various terms, such as angles, parallel lines, and points. One of the books, Optics, is a particularly popular example.

Euclid’s other notable work was On Divisions of Figures, which is said to be the first to show the Golden Ratio in a geometric shape. It was also the first to demonstrate a number of other geometric concepts.