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Importance is a property of entities that make a difference in the world. [1] [2] So for something to be important, it has to impact the world around it.For example, World War II was an important event in history both because of the suffering it caused and because of the long-term political changes it affected. [3]
Kairos is also very important in Aristotle's scheme of rhetoric. Kairos is, for Aristotle, the time and space context in which the proof will be delivered. Kairos stands alongside other contextual elements of rhetoric: The Audience , which is the psychological and emotional makeup of those who will receive the proof; and To Prepon , which is ...
Also called humanocentrism. The practice, conscious or otherwise, of regarding the existence and concerns of human beings as the central fact of the universe. This is similar, but not identical, to the practice of relating all that happens in the universe to the human experience. To clarify, the first position concludes that the fact of human existence is the point of universal existence; the ...
His words may have secured the money market. George W. Bush uttered 'the 10 most important words in the history of economics' during the 2008 financial crisis, Warren Buffett says — here's how ...
A bilingual tautological expression is a phrase that combines words that mean the same thing in two different languages. [8]: 138 An example of a bilingual tautological expression is the Yiddish expression מים אחרונים וואַסער mayim akhroynem vaser. It literally means "water last water" and refers to "water for washing the ...
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On average, each word in the list has 15.38 senses. The sense count does not include the use of terms in phrasal verbs such as "put out" (as in "inconvenienced") and other multiword expressions such as the interjection "get out!", where the word "out" does not have an individual meaning. [6]
It is an important quantity in physics because it is a conserved quantity–that is, the total angular momentum of a closed system remains constant. angular velocity (ω) How fast an object rotates or revolves relative to another point, i.e. how fast the angular position or orientation of an object changes with time.