Euclid is a Greek mathematician known for geometrical papers. It has influenced the development of western mathematics for more than 2000 years.
Little about the lifetime of Euclid is not known. Euclid was a fairly common name in his era. Euclid advocated the theorem and problem. He showed the solution logically. Since his death, the elements of Euclid are standard geometric texts, which have a history of more than 2000 years. Euclid teaches at the University of Alexandria. Euclid was born in the second half of the 4th century. His cover is the first six books of basic planar geometry. - Introduction Mathematical reasoning becomes more important for so-called language reasoning and plays an important role in the development of our lives and human progress. Fields such as physics, social science, management, computer science and so on. However, computing requires a more specific field of mathematics, ie discrete mathematics. For its application in computer science, discrete mathematics has become widespread.
Euclid of Alexandria lived between 365 and 300 BC (roughly). Mathematicians are often referred to as "Euclid", but sometimes called Alexandria's Euclid to avoid confusion with Socrates' green Socrates philosopher Euclid. Euclid of Alexandria is considered a father of geometry. Little is known about the lifetime of Euclid, but he teaches in Alexandria, Egypt. He has been educated at the Plato College in Athens, or he has received education from several Plato students. He is an important historical person because all the rules we use in geometry today are based on Euclid's books, especially "elements". The elements are as follows.
Euclid is a famous mathematician, but people know little about his life. He is believed to be a student of Plato. Euclid was born around 365 BC. In Alexandria in Egypt, until about 300 BC. Euclid's most famous work is the thirteen books he gathered, including geometry called elements. They are said to be "the most researched books except the Bible". In many high schools today, the professor's geometry is rare, if any. Mathematics teaches logic, so this makes me uneasy. Geometry seems to be a big problem. You found the piece and put it in the same place. Geometry also teaches understanding. How do you know if something is true? Until you prove it. In addition to requiring geometry class logic, we also need logic to survive in the world. Where do people get it if you do not teach at school anymore?