Who are the three pre-Socratic philosophers?

Among the most significant were the Milesians Thales, Anaximander, and Anaximenes, Xenophanes of Colophon, Parmenides, Heracleitus of Ephesus, Empedocles, Anaxagoras, Democritus, Zeno of Elea, and Pythagoras.

What is pre Socratic thought?

The Pre-Socratic Philosophers are defined as the Greek thinkers who developed independent and original schools of thought from the time of Thales of Miletus (l. c. 546 BCE) to that of Socrates of Athens (BCE). They are known as Pre-Socratics because they pre-date Socrates.

What subjects do you need to study philosophy?

Philosophy is offered as a subject at most universities. Students who like reading, analysis and forming arguments might enjoy undergraduate philosophy. No specific subjects are necessary to pursue it at university, but you may find English, a science subject, mathematics or a language helpful.

What is the goal of the pre-socratics?

What is the goal of the Pre-Socratics? The goal of was to discover the unifying element that could explain all natural causes and nature itself. What is Thales’ basic argument or principle? “If there is change in the world, there must be something that does not change.”

What jobs can I do with a philosophy degree?

Jobs where your degree would be useful include:

  • Business analyst.
  • Chaplain.
  • Civil Service Fast Streamer.
  • Health service manager.
  • Human resources officer.
  • Local government officer.
  • Marketing executive.
  • Newspaper journalist.

What did pre-Socratic philosophers believe?

As the first philosophers, they emphasized the rational unity of things and rejected supernatural explanations, instead seeking natural principles at work in the world and human society. The pre-Socratics saw the world as a kosmos, an ordered arrangement that could be understood via rational inquiry.

Do you need math for philosophy?

As everyone else who has academic background in philosophy has said in one way or another, math is not used in philosophy. One might study math in philosophy, and often does as an example of a priori knowledge. In logic as well, one does not need to know math, although it is a similar discipline.