A syllogism is a kind of logical argument that applies deductive reasoning to arrive at a conclusion based on two propositions that are asserted or assumed to be true.
三段論是一種運用演繹推理的邏輯論證，根據兩個被斷言或假定爲真的命題得出結論。
In philosophy, a syllogism is a form of reasoning in which a conclusion is drawn from two given or assumed propositions (premises).
在哲學中，三段論是一種推理形式，從兩個給定或假定的命題（前提）中得出結論。
Syllogisms are often used to demonstrate the validity of an argument or to test the logical coherence of a statement.
三段論常用於證明論點的有效性或測試陳述的邏輯連貫性。
Aristotle is famous for his work on syllogistic logic, where he developed a system of formal logic based on syllogisms.
亞里士多德以他在三段論邏輯方面的貢獻而著名，他發展了一套基於三段論的形式邏輯系統。
The structure of a syllogism typically consists of a major premise, a minor premise, and a conclusion.
三段論的結構通常包括一個大前提、一個小前提和一個結論。
Syllogisms are an important tool in critical thinking and argumentation, helping to identify logical fallacies and strengthen reasoning skills.
三段論是批判性思維和論證中的重要工具，有助於識別邏輯謬誤並強化推理能力。
Students studying logic often practice constructing and analyzing syllogisms to improve their reasoning abilities.
學習邏輯的學生通常練習構建和分析三段論，以提高他們的推理能力。
The use of syllogisms dates back to ancient Greek philosophy, where thinkers like Aristotle laid the groundwork for formal logic.
三段論的使用可以追溯到古希臘哲學，亞里士多德等思想家爲形式邏輯奠定了基礎。
Syllogisms are often employed in debates, legal arguments, and academic discourse to make logical connections and draw sound conclusions.
三段論常被用於辯論、法律論證和學術話語，以建立邏輯聯繫並得出合理結論。
Understanding syllogisms is crucial for developing strong analytical and reasoning skills in various fields such as philosophy, mathematics, and computer science.
理解三段論對於在哲學、數學和計算機科學等領域發展強大的分析和推理能力至關重要。
A syllogism is a kind of logical argument that applies deductive reasoning to arrive at a conclusion based on two propositions that are asserted or assumed to be true.
三段論是一種運用演繹推理的邏輯論證，根據兩個被斷言或假定爲真的命題得出結論。
In philosophy, a syllogism is a form of reasoning in which a conclusion is drawn from two given or assumed propositions (premises).
在哲學中，三段論是一種推理形式，從兩個給定或假定的命題（前提）中得出結論。
Syllogisms are often used to demonstrate the validity of an argument or to test the logical coherence of a statement.
三段論常用於證明論點的有效性或測試陳述的邏輯連貫性。
Aristotle is famous for his work on syllogistic logic, where he developed a system of formal logic based on syllogisms.
亞里士多德以他在三段論邏輯方面的貢獻而著名，他發展了一套基於三段論的形式邏輯系統。
The structure of a syllogism typically consists of a major premise, a minor premise, and a conclusion.
三段論的結構通常包括一個大前提、一個小前提和一個結論。
Syllogisms are an important tool in critical thinking and argumentation, helping to identify logical fallacies and strengthen reasoning skills.
三段論是批判性思維和論證中的重要工具，有助於識別邏輯謬誤並強化推理能力。
Students studying logic often practice constructing and analyzing syllogisms to improve their reasoning abilities.
學習邏輯的學生通常練習構建和分析三段論，以提高他們的推理能力。
The use of syllogisms dates back to ancient Greek philosophy, where thinkers like Aristotle laid the groundwork for formal logic.
三段論的使用可以追溯到古希臘哲學，亞里士多德等思想家爲形式邏輯奠定了基礎。
Syllogisms are often employed in debates, legal arguments, and academic discourse to make logical connections and draw sound conclusions.
三段論常被用於辯論、法律論證和學術話語，以建立邏輯聯繫並得出合理結論。
Understanding syllogisms is crucial for developing strong analytical and reasoning skills in various fields such as philosophy, mathematics, and computer science.
理解三段論對於在哲學、數學和計算機科學等領域發展強大的分析和推理能力至關重要。
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