Essays on pythagoras

The philosophy of mathematics begins with Pythagoras, who later developed Pythagoras Theorem. While believing that mathematics gave us the key to understand reality he proved that mathematics is known a priori that is, without appeal to sense experience. He started talking to a slave boy, and by a series of questions elicited from him a method of constructing a line, using a special case of Pythagoras' theorem. ... If we read the history of Pythagoras we would come to know his influence upon other...

He was majorly involved with the study of geometry, a field in which he taught and left the most popularly known Pythagoras theorem as his discovery. Contributions... He founded a school in his period and promoted studies in “music, geometry, and astronomy” (Svarney and Svarney, p. n.p.). Pythagoras' development of music ratios is traced to a real life experience in which he heard varying Pythagoras AND THE MUSICAL RATIOS Pythagoras was a Greece mathematician who is remembered for his various contributions...

Name Instructor Course Date The Metamorphoses Book 15 The Metamorphoses is an anthology of renowned Greek and Roman myths, folktales, and chronological events positioned between two location points, the formation of the world and the victories of Augustus Caesar, Ovid's modern.... Ovid pays slight consideration to a firm historical series. Though there is some general organization to the sequence, the poem is not seized together by any strict chronological account. It begins with the creation of...

One of these significant people is Pythagoras.... This paper will look at Pythagoras as an individual who has made a significant contribution to the field of mathematics.... Pythagoras made leading contributions to religious and philosophical teachings in the final period of the 6th century BC.... Pythagoras is frequently venerated as a great mystic, mathematician, and scientist.... It may be argued that a large composition of the achievements credited to Pythagoras may in reality have been achievements of his successors and colleagues....

For the Greeks, mysticism and reason could be separated (although Pythagorian school was said to be a religious sect which practiced abstinence, clean living, certain dietary preferences, and Pythagoras believed in one God as the source and cause of the order of the universe).... Pythagoras and...

Pythagoreans helped develop mathematics (Pythagoras, 54).... This was to be empirically demonstrated by Isaac Newton and Albert Einstein more than two thousand years later (Pythagoras, 54).... Pythagoras and other Ionian philosophers developed the earliest form of geometry.... The Pythagoras theorem taught in school up to this day was developed long ago by the Greeks....

The famous Greek mathematician and astronomer, Pythagoras of Samos, had propounded that the universe was based on the notion of quantification (Lankford 425).... The followers of Pythagoras theorized that the planets and stars move around the Earth, which was the center of the universe.... Pythagoras discovered that the planet Venus was both the morning, as well as the evening star (Lankford 425).... Pythagoras was interested in mathematical perfection, and believed that even the most complex phenomena must reduce to simple phenomena....

The history of mathematics indicates that the mathematical concepts were established under the influence of practical requirements with regards to the natural sciences.... According to the opinions of various outstanding mathematicians, however, the separation tendency between.... ... ... It is thus a reason the arts and natural science's representatives began seeking for own ways for mathematical development, as To better understand the importance of mathematics in architecture, the most initial thing is to come up with a clear understanding regarding the concept of architecture itself....

Pythagorean Theorem which is also called the Pythagoras theorem is a good example of Chinese mathematics that predates the western mathematics.... This evidence show that the knowledge of Pythagoras theorem existed in ancient China.... The right angled triangles and the Pythagoras theorem were very important and prominent in Chinese writing.... His knowledge was also taken to offer the most ancient proof of Pythagoras theorem although this was refuted by many mathematicians....

Pythagoras was credited with many mathematical and scientific discoveries, including the Pythagorean theorem, Pythagorean tuning, the five regular solids, and the Theory of Proportions.... However much of Plato's background is receptive to Pythagoras, when it comes to the soul, the proposal that the soul is a type of harmony is one that is rejected by Plato.... Pythagoras was a philosopher who was very influential on Plato.... In the Phaedo, the notion of 'harmony' owes much to Pythagoras....

As a student of Socrates and Aristotle, other influential philosophers, he also was deeply influenced by Homer and Pythagoras.... t is believed that Plato's teachings were deeply influenced by Pythagoras and this group of scholars were often considered the Pythagoreans who were a community of like-minded thinkers who were closely tied together.... Some evidence points to Plato utilizing some of the mathematical ideas of Pythagoras to help build on philosophical thoughts....

These forms of art are proofs or cues that predicate the existence of musical art before the Middle Ages, in fact, some claims that this could be traced back to the time of Pythagoras who, through Mathematics, helped in the establishment of music: 'the first study of music as an art form dates from around 500 B.... when Pythagoras experimented with acoustics and the mathematical relationships of tones....

This famous theorem was developed by the Greek mathematician and philosopher Pythagoras.... Historical writings argue that though Babylonian mathematicians had knowledge in the theorem, they could.... ... ... Unlike any other mathematical theorem, the Pythagorean Theorem is supported by both geometric and algebraic proofs....

For example, Movshovits Hadar (1988) argues that using the concept of Pythagoras theorem in bringing ideas of squaring sides of a right-angled triangle is a surprise to students. ... The origin of mathematics can be traced back from great philosophers such as Pythagoras and Plato who through rational thinking did a lot in the field of mathematics.... There are some situations where teachers employ the use of surprises when teaching mathematics in a class-room for instance Morshovits- Hadar (1988) explains the use of Pythagoras theorem as a surprise in teaching on how to add squares on the sides of a right angled triangle....

Montaigne cites the metaphysics of the Pyrrhonian, for whom the spiritual goal is to resist the deception of the senses, similar in sentiment to the admonition from Pythagoras about not being strayed by the appearances of things, which can arouse one's desire for those things of the senses: 'Let nothing rouse your wonder and desire, my friend/For that is just about the only way for man/ To find and keep some share of happiness'.... he latter assertions of Democritus and the Pyrrhonian diverge from the views of Heraclitus meanwhile, as well as Pythagoras, as to the qualities of honey and the nature of things as they can be known or not known by man....

This was the driving force behind great mathematicians such as Archimedes, Pythagoras and Eisten.... Pythagoras then developed the Pythagoras theorem that is extensively used in modern day trigonometry (Bell, 1945).... The essay argued that the desire to know more about trigonometry motivated mathematicians to study more, leading to the development of the table of sines, Heron's formula and the Pythagoras theorem, that were all concepts that led to progresses in trigonometry....

According to Talbert and Richard (2009), invention of geography as a definite field of study would later be credited to Pythagoras, renowned for his approved claim that the earth is spherical.... Subsequently, Pythagoras claim would open doors to advanced arithmetic perception of the spherical earth....

The implication of these philosophical assumptions, through the application of logic, helps the psychologists to build on and validate ideas, eventually generating a psychological theory that can be empirically tested such as Pythagoras theorem.... However, it is difficult, almost impossible to distance philosophical assumptions from psychology, in that these assumptions are the basis of critical thinking, allowing....

According to Pythagoras, the earth could only be round.... The paper "The Earth Could Only Be Round" discusses that it was actually known that the earth is flat ever since the time of the primordial Greeks.... There is this phenomenal scholar who proved otherwise and changed everything....

Pythagoras is to the lower left of the painting, The School of Athens.... Pythagoras held to the belief that the world as well as the movement of the stars and other planets operated in a manner that was reflective of distinct mathematical laws (Kleinbub 52).... Name: Professor: Course: Date: Introduction and Thesis The two works, The School of Athens and The Apotheosis of Homer, highlight the philosophical beliefs, studies, and artistic achievements in the ancient Greek, Rome, and other contemporary times in shaping the cultural perceptions and general beliefs about the universe....

?? Ethical Vegetarianism: From Pythagoras to Peter Singer.... ?? Ethical Vegetarianism: From Pythagoras to Peter Singer.... The paper "The morality of vegetarianism" will seek to support the moral argument for vegetarianism by supporting the views of Regan and Singer; two arguments that purport that morally, the concern for animal health is paramount and should be taken into consideration....

The statement of this hypothesis is that is certain no.... of axioms are satisfied, the subjective value that is being associated.... ... ... The hypothesis has helped to prove certain choices that could not be proved by expected value theorem.... With the framework for expected utility hypothesis The explanation states that the utility function formed for wealth is concave in shape....

Most histories of mathematics that have greatly influenced the growth and development of mathematics were written in the nineteenth century.... At that.... ... ... e, there were two different developments that were taking place that directly affected both the content and balance of these books, particularly those produced in the United States and Britain (Graham, 2012). ...

6 July 2013 The Epistemological Considerations of Empiricism: The Confines of the Applicability of Empirical Methods in Understanding Abstract Entities Following the reign of positivism in the philosophical spotlight is the birth of empiricism.... ... ... ... Empiricism is the rational outcome of positivism in that it rejects deductive reasoning (Mende, 189)....

The birth of this curiosity can be dated back to ancient Greek, where the philosopher Pythagoras experimented and toyed with the idea of creating controlled sound by vibrating strings which later came to be known as the Sonometer.... Pythagoras: Music and Space.... Abstract This paper explores the history of piezoelectric crystals and how they have found their use in ultrasound non-invasive medical technique....

This was the Hellenistic period, when important discoveries were being studied and built upon what earlier mathematicians and scientists, such as Pythagoras, had taught.... Aristotle was so confident of his math that he wrote a biography of Pythagoras, which must certainly have contained a number of rational arguments about that mathematician's conclusions....

Name: Instructor: Task: Date: Greek Rationalism and Philosophies Greece is ideal in the history of many nations for having supreme thought and philosophy.... A factor has been in people's mind including scholars as to the source of such rationality.... Not all the western scholarly history begun from the ancient Greeks and this means philosophers from the ancient china and India were not able to come up rational thinking but in a way, they were behind the Greeks as well as inferior at the same time....

Aristotle suggested that the followers of Pythagoras and the followers of Plato came up with very similar accounts of the causes of things and that their accounts had many problems in common.... Question In Metaphysics Book Aristotle suggested that the followers of Pythagoras and the followers of Plato came up with very similar accountsof the causes of things, and that their accounts had many problems in common.... Basically, where he drew a comparison between the two, was by equating their attempt to explain concepts and constructs therein, by the use of numbers (Pythagoras) and ideas (Plato)....

The content is built through first defining mathematics and its origin.... Then deep analysis of both mathematical approaches has been presented using.... ... ... The basic concept of mathematics is as old as humans themselves.... Since the start of this world mathematical calculation ns are being used for different purposes....

Psychology: Pythagoras to Present, Cambridge, MA: MIT PressShaffer, D.... According to Watson, behaviorism is a science of visible behavior.... This includes behavior that can be seen, measured and recorded as the real values that assist to study animals and human beings.... Watson's....

Furthermore, the famous philosopher, Pythagoras argues that animals should have the right to be respected because their souls are reincarnated from human souls and vice versa.... Indeed, Pythagoras's argument is mostly doctrinal; so it needs to be validated from any ethical perspective.... Even Aristotle also advocated such doctrinal view about animal right; but he holds a view which is opposite to Pythagoras'.... The Longest Struggle: Animal Advocacy from Pythagoras to PETA....

The kosmos or the orderliness found in the arrangement of the universe that is ultimately numerical or mathematical and comprehensible to reason was conceptualized by Pythagoras, while Heraclitus, viewed the kosmos as a continuous conflict between species.... ncient philosophers were dominantly from Greece and early philosophical ideas came from Greek philosophers such as Thales, Anaximander, Anaximenes and Pythagoras among others....

The famous astronomers lived in the sixth century BC were Thales, Anaximander, Anaximenes, Pythagoras and Anaxagoras who mainly focused on earth, moon, sun, planets, and stars.... Greek astronomy was closely associated with mathematics notably since the great philosopher Pythagoras....

They knew the secret of right angle triangle with sides 3, 4 and 5 units before Pythagoras, in fact, the 3-4-5 right angle triangle is often referred as “Egyptian”(Mastin,2010).... ost legendary Greek mathematician was Pythagoras of Samos who came up with Pythagoras' Theorem (Mastin, 210).... Pythagoras started studying number problems during 1700 BC.... Before Pythagoras, a text from 8th Century BC referred to as “Sulba Sutras” documented Pythagorean triples, simple version of Pythagorean theorem, geometric solutions of linear and quadratic equations....

Early Key Contributors The contributors to psychological thought can be traced back to the ancient Greeks Pythagoras, Plato and Aristotle.... Plato influenced Freud and countless others, while Plato was influenced by Pythagoras (Malone, 2009).... The paper "The History of Psychology as it Developed to be a Science" states that each of the theories: behaviourism, psychoanalysis, humanism and structuralism is useful in understanding how humans think and behave and their motivations for behaving and thinking the way they do....

The author of the paper states that Pythagoras founded a society of individuals that were fascinated with mathematics and argued that math was indeed the substance of all reality.... Unlike Thales, Pythagoras founded a society of individuals that were fascinated with mathematics and argued that math was indeed the substance of all reality (Solomon, Martin & Higgins p.... As a spiritual substance that is the subject of conscious thought, the soul is the essential principle of life in all living things; Pythagoras believed in the transmigration of souls and argued for practical moderation....

but this cannot be reasonably doubted in the case of Pythagoras, Empedocles, Plato, and Plotinus” (Duerlinger p.... There are other famous thinkers in Italy, Pythagoras (582-500), who was a famous mathematician, the inventor of Pythagoras theorem....

The paper "Valid Principles, Freud and Egos Conduct" highlights that it is quite essential to state that ID does not care about other peers' feelings but insists on having his own way of satisfying body desires irrespective of the place and even time.... ... ... ... Generally, in this video, ID represents the pleasure principle that is evident from the character's conduct (Malone, 2009)....

The Pythagoras theorem in mathematics remains among the most vital theories in mathematics.... Just as is the case with the rest of the scientific theorems, the Pythagoras theory is provable owing to the fact that numerous mathematicians studied the correlation of sides of a right angle triangle....

The aim of this essay is to briefly summarize the development process of mathematics as a science, specifically its origin and early development.... Particularly, the essay will focus on discussing the achievements in mathematics made by the minds of ancient Greece.... ... ... ... The certain aspect of number mysticism is older than the Pythagoreans....

The author of the paper "Plato's Republic: Book Seven and the Allegory of the Cave" states that in Book 7 of his book The Republic, Plato pulled together the ideas of Socrates and Pythagoras with his own ideas to develop his Theory of Forms which is presented in his Allegory of the Cave....

At the age of 40, Plato left Athens to study with Pythagoras at Crotona.... In about his fortieth year Plato is said to have left Athens to study with Pythagoras at Crotona.... Plato returned to Athens in 386 to start his Academy, which he patterned after Pythagoras' school in Crotona.... Plato shared with his teachers Pythagoras and Socrates a belief in reincarnation.... During Plato's lifetime he became a link in a chain of philosophers who got their names and calling from Pythagoras....

Applications of Pythagorean Theorem are recognized in various Pythagorean Theorem and Quadratic Equation Introduction Discovered and developed by scientist and mathematician, Pythagoras (c.... 570 BC – c.... 495 BC), ‘Pythagorean Theorem' is a widely applied mathematical statement which illustrates the relation of the three sides of a right triangle that consists of two legs and a longest side,....

ilo was also associated with another Crotonean Pythagoras who was once saved by Milo from a collapsing roof (Djibnet.... In repayment Milo was given the daughter of Pythagoras called Myia.... The paper "Art Piece Annotation" focuses on "Milon de Crotone sculpture" immediately Baptiste....

In this regard, Sonnet #60 reminded me of Ovid's Metamorphoses, wherein the philosopher Pythagoras meditated about change.... The reporter states that Sonnet #60 – part of the Fair Youth sequence - is one of the most powerful of all of Shakespeare's sonnets.... This is the case because the words have an immediate effect with its use of metaphors to illustrate man's mortality....

Pioneers of modern mathematics include Euclid, and Pythagoras.... Critical Evaluation of Math Remaining As Part of the Curriculum 12th December 2012 Critical Evaluation of Math Remaining As Part of the Curriculum Mathematics is considered as the most difficult subject in the school curriculum therefore raising concern over its continued existence....

Famous personalities that contributed to the science of astronomy include Pythagoras, Aristotle, Aristarchus, Eratosthenes, Ptolemy, Galileo, Kepler and Isaac Newton amongst others.... The author focuses on the history of astronomy which refers to the study of objects far away from the world....

In the picture, a few scientists and philosophers so far have been identified, Plato, Socrates, Aristotle, Euclid, Michelangelo, and Pythagoras.... The author of this assignment under the title "The Acquaintance with Art" answers the questions concerning the reflection of humanist interests during the High Renaissance and the reflection of the Italian Renaissance elements and local tradition in the famous works of artists....

The paper "Psychology: Mind Reading by Sixty Minutes" states that some neuroscientists may have to wait for the laws to be changed to allow them to carry out these tests.... Many controversies have emerged since the start of the innovation of brain scanning.... ... ... ... Several ethical issues arise when you carefully watch the video attached....

In the video presentation, it was quite interesting to learn that the church of Hagia Sophia as commissioned by Justinian was built entirely on the principles of symmetria as had been proposed by Pythagoras.... "Art History Responses" paper describes Georges Seurat, A Sunday on La Grande Jatte, Van Gogh's The Starry Night, the post-impressionists 'Edvard Munch", Fernand Léger's Contrast of Forms, Marcel Duchamp Clip from the Shock of the New, and Salvador Dali's The Persistence of Memory....