Essay On The Mathematician Euclid

Essay On The Mathematician Euclid-32
It is also reported that Ptolemy once asked Euclid if there was not a shorter road to geometry that through the Elements, and Euclid replied that there was no royal road to geometry. The 10th book appears to be the longest of them all. To produce a finite straight line continuosly in a straight line. He was completely devoted to his studies and he never really did anything else with his life.He was therefore later than Plato’s group but earlier than Eratosthenes and Archimedes, for these two men were contemporaries, as Eratosthenes somewhere says. From the beginning, Euclid’s fifth postulate, also called the parallel postulate, stood out from among its brethren. He had no wife and no kids and only worked on his theories.

This essay will explain his life, death, and his teachings.

It also contains information of one of the most famous mathematics books in history, The Elements.

The rest of the year is devoted to studying the conic sections as presented by Apollonius, followed by the study of Descartes’s , one of the foundational works of modern mathematics.

Thinking through the differences between the Cartesian and ancient approaches occasions further reflection on the nature of mathematical objects and our efforts to understand them.

Not long after these men came Euclid, who brought together the Elements, systematizing many of the theorems of Eudoxus, perfecting many of those of Theatetus, and putting in irrefutable demonstrable form propositions that had been rather loosely established by his predecessors. Only the first four of his other books survived till this day.

Equivalent Fractions Homework - Essay On The Mathematician Euclid

He lived in the time of Ptolemy the First, for Archimedes, who lived after the time of the first Ptolemy, mentions Euclid. The rest were either lost, burned, or stolen by thieves.

Books 1-6 are all on focused on plane geometry, books 7-9 consist of number theories, and book 10 deals with Exodus’s theory of irrational numbers, and books 11-13 deal with solid geometry.

It is “remarkable for the clarity with which the theorems and problems aer selected and ordered” (Albaugh, 1972). That, if a straight line falling on two straight lines make the interior angles on the same side less than two right angles, if produced infinitely, meet on that side on which are the angles less than the two right angles (Heath, Thomas ,1926).

But this Euclid was born about 100 years before Euclid of Alexandria. His followers and members of his research group kept writing books under his name even after he was dead. First, you can’t publish a book unless you are a famous and well-known person back then, and second, his followers really wanted his legacy to continue for many more years to come. After that, he became a teacher at the University of Alexandria, that he started himself around 320BC, soon after to be named the Museum of Alexandria.

Also, some authors have written that he was born in Tyre. Some scholars have also came up with the idea that Euclid might even be of Greek descent. Euclid has inspired many other mathematicians to start a career in the field of mathematics.

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