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Socrates | Theory of Knowledge | Philosophy Lectures | Lectures by Waqas Aziz | Waqas Aziz

Socrates | Theory of Knowledge | Philosophy Lectures | Lectures by Waqas Aziz | Waqas Aziz Socrates was a renowned Greek Philosopher. He presented the Theory of Knowledge which is in a sharp contrast to those of Sophists. He tried to restore the objectivity of truth through his theory of knowledge. Socrates stated that all knowledge is knowledge through concepts. In order to explain it, he first elucidated what a concept is. Then he moved on to show that how a concept is formed. After that, he proposed that reason is the faculty of concepts. We use Inductive Reasoning to form concepts and then we use Deductive Reasoning to apply concepts over particular cases. Socrates, by defining the true source of knowledge, restored the objectivity of truth. This Lecture explains Theory of Knowledge in detail with appropriate examples. ➡️ Who were Sophists?    • Who were Sophists? | Man is the Measu...   ➡️ Sophists: Theory of Knowledge    • Knowledge is Perception | Knowledge i...   ➡️ Deductive and Inductive Reasoning    • Differences Between Inductive and Ded...   ➡️ Playlist of Political Science 👇    • Political Science   ➡️ Playlist of Greek Philosophers👇    • Greek Philosophers   ➡️ Playlist of Concepts of Philosophy👇    • General Concepts of Philosophy   ➡️ Playlist of Philosophical Methods 👇    • Philosophical Methods   ➡️ Sociology Lectures 👇    • Sociology   ➡️ English Vocabulary 👇    • English Vocabulary   Regards: Lectures by Waqas Aziz #waqasazizlectures #lecturesbywaqasaziz #waqasaziz #philosophy #philosophylectures #philosophyhonours #philosophyoptional #philosophyhindi #greekphilosophy #greekphilosophers #philosopher #philosophers #philosophyintamil #philosophyinurdu #philosophyinhindi #lecturesonphilosophy #concepts #conceptsforexams #css #pms #upsc #upscexam #upscaspirants #upscpreparation #philosophycss #philosophypms #philosophyoptional #philosophyupsc #socrates #sócrates #theoryofknowledge #socratestheoryofknowledge #allknowledgeisknowledgethroughconcepts