Geometry was invented by Euclid of Plato's Academy in 325-265 BC. Geometry gets its name from the ancient Greek words geo, meaning earth, and metron, meaning measurement. He wrote geometry in a treatise consisting of thirteen books. Each book represented a chapter. These books were titled The Elements of Geometry. They were then known as the ideal axiomatic form of geometry, while they are now known as Euclidean geometry. Say no to plagiarism. Get a tailor-made essay on “Why Violent Video Games Should Not Be Banned”? Get the original essay Although Euclid received help from Pythagoras of Samos. Pythorgoras was the other contributor to the creation of geometry. Pythagoras was an ancient Ionian Greek philosopher. He is the eponymous founder of Pythagoreanism. He also contributed to many other things, including the Five Regular Solids, the theory of proportions and the sphericity of the Earth. But Euclid and Pythagoras were not the only ones to discover geometry and use it to their advantage. In ancient Egypt, scientists have found evidence that the Egyptians also used geometry in several different ways. These methods include land surveying, pyramid building, and astronomy. Using this knowledge, the Egyptians were able to build the pyramids as they are today. Alongside the Egyptians came the Indians and Chinese. The next great advance in geometry occurred in the 17th century. It was at this time that René Descartes discovered coordinate geometry. This new type of geometry opened the doors to calculus and physics, as well as new proofs. Many different people have made major contributions to geometry. Few are Mozi of China, Brahmagupta of India, Archimedes of Sicily and Thales of Miletus. Using Mozi's early knowledge of geometry, his disciples created the Mo Jing. They compiled it after his death and it was perhaps the first book with such knowledge to survive the order of burning books that the current dynasty had ordered. Later, with the help of Mo Jing, the nine chapters of mathematical arts were written. In classical Indian geometry, Brahmagupta made a great contribution with his astronomical work Brahma Sphuta Siddhanta. The book contained "basic operations", including cube roots, fractions, ratios and proportions, and barter. It also contained "practical mathematics" which consisted of mixtures, mathematical series, plane figures, stacked bricks and stacked grains. With all this, Brahmagupta's theorem was created. Archimedes of Sicily is often considered one of the greatest Greek mathematicians, and for good reason too. Archimedes is known for the discovery of the relationships between the surface and volume of a sphere and its cylinder. He is also known for Archimedes' principle and Archimedes' screw. Finally, we have one of the Seven Sages of Greece. Thales of Miletus is the first philosopher in the Western tradition. The Seven Sages of Greece were a group of philosophers from the early 7th and 6th centuries. Thales was famous for his beliefs. One of his beliefs for which he is most famous is the cosmological doctrine which states that water is the principle of all things. But later, Thales begins to assert that water is the origin of all things. It is very likely that he came to this conclusion by observing water transform into air, slime and earth. Geometry can be used in many real-world scenarios such as building plans, nanotechnology, computer graphics,visual graphics, video game programming and virtual reality creation. Geometry is also used in global positioning systems, astronomy and cartography. In computer graphics, geometry is used for mapping. The way the games creators have digitally mapped everything in the game is a form of using geometry. They must draw points all over the “map” so that players can go there or come back. They plot the points geometrically using different computer software and other forms of mathematics. It's the same with VR and other gaming software. They strive to make things as realistic and enjoyable as possible to make gameplay enjoyable for players. At the same time, they make sure that everything goes according to plan in the program. In the real world, geometry is used to correctly and mathematically map buildings and structures so that they do not collapse. To do this, they make plans. Take architects for example. They use geometry in the design of the buildings they construct. Architects particularly use geometry in angle measurements. The architect must know the degree and measure of an angle to be able to build what he needs. Take this example, if you are building a table in the shape of a rectangle, then you need to know the angle measurements of it to be able to build it. Architects also use geometry by using certain shapes for certain buildings. Architects must know the perimeter of the area they are working/building in to be able to determine the shapes of the structure they are building. The last way I learned that architects use geometry is by using the Pythagorean Theorem. The Pythagorean theorem is used in architecture through the design and measurements of a monument or structure. They also use the theorem to calculate building heights and wall lengths. Geometry is also used in the real world through biology, medicine, and the physical sciences. In the medical field, geometry is used in dental hygiene and radiology. In dental hygiene, it is used by people called dental hygienists. A dental hygienist is a person who cleans teeth, examines the patient for oral diseases, and in some cases applies fluoride treatments to patients. It doesn't seem like geometry could play a role in anything close to dental studies, but it does. For a dental hygienist to do their job correctly, they must examine the shapes and dimensions of a patient's teeth, count/name the teeth, and also identify the planes on the teeth. The other way geometry can be used in the medical field is in radiology. A radiologist uses technologies such as x-rays, ultrasound, MRI, nuclear imaging and many other things. Geometry skills can be applied when reconstructing organs, bones and any other part of the human body. The way this is applied is when they measure bones and other parts of the human body with film. The body parts must be parallel and the beam must be perpendicular to the part and the film. Some techniques used in geometry apply to this. These techniques are paralleling techniques and bisecting techniques. Keep in mind: this is just a sample. Get a personalized article from our expert writers now. Get a Custom Essay The final way geometry can be used in real life is in biology. Just like, 19(2),, 72(1), 1-13.