πΆ α΅ααα
logic ααα΅ α΅α argument α¨αα«α α α¨ααα΅αα ααα ααα΅ ααα’ α αα α α£α£α α premises α₯α conclusion αα«α¨α α«ααα ααα΅α ααα ααααα΅ α¨αα«α α α₯α α¨ααααα α¨ααα΅αα ααα ααα’ α΅ααα
α¨αα
αα α₯αα¨α³αα??
Logic ααα΅ αα£α«α αααα³(General truth) ααα΅ α αα°ααα’ ααα³α α‘
ααααΆα½ α ααα ααͺα« ααα«αα’ααΈ αα£α«α αααα³ αα logic α αα°ααα’
α α΅α°αα logic ααα΅ αα£α«α αααα³ ααα General truth α αα°ααα’
Logic ααα΅ α΅α argument α¨αα«α α αα α’
ααα΅α α΅α α αα΅ ααα α΅αα³α ααα΅α α΅ α ααα ααα αα΅α¨α α₯α αα΅α¨ααα α°α α αα α΅α α αα΅ ααα α ααα°α α α΅αα³α αα«α¨α α«ααα ααααα΅ α¨αα«α α α₯α α¨ααααα α¨ ααα΅αα ααα ααα’
α°α α αα α΅α α αα΅ ααα α ααα°α α α΅αα³α αα«α¨α α«ααα ααααα΅ α¨αα«α α α₯α α¨ααααα α¨ααα΅αα ααα ααα’
π α₯α΅α² α₯αααα¨α΅ logic αα£α«α αααα³ α αααααα’
π·Example
β‘οΈ All human beings are immortal.
β‘οΈ Samuel is a human being.
β‘οΈ Therefore, Samuel is immortal.
α¨α°α αα αα½ α αα°ααα’ α³αα€α α¨α°α αα ααα’ α΅ααα α³αα€α αα½ α αα°ααα’
π α α«α½α α αα°α α³αα€α αα½ α αα°αα α₯αα α΅αα³α ααα΅α α΅ αα΅α¨α α α αα ααα’ α΅ααα logic ααα’
π€·ββ αα αα£α«α αααα³α α¨α°α αα αα½ ααα’ α¨ α°α αα αα½ α αα°αα α₯αα α«αα¨αα₯αα αα΅α¨α α¨ αα£α«α αααα³α αα α’α£α¨α΅α logic α¨ααα α ααα°αα αααα«α±α logic αα£α«α αααα΅ α³ααα α΅α α αα΅ ααα α΅αα³α α₯α α΅αα³ααα ααα΅α α΅ α΅αα°α αααα α΅ αα΅α¨α αα«α¨α α«ααα ααααα΅ α¨αα«α α ααα’ α΅ααα
π Argument - is the inferential claim between premises and conclusion.
π Argument - is not the factual claim between premises and conclusion.
α α°α«α½αα α₯ααα απ ααα΅ αα³α¦α½ α«ααΈαα’ αα°α αα ααα£αα’
Argument ααα logic ααα΅ α α΅αα³αα(conclusion) α₯α α αα΅α¨αααΉ(premises) αα«α¨α α«αα ααααα΅ α¨αααα«α³ααα΅(inferential claim) ααααα΅ αα α₯αα α¨ αα£α«α αααα³(factual claim) ααααα΅ α αα°ααα’ αα αα
β‘οΈ Human being is immortal.
β‘οΈ Samuel is human being.
β‘οΈ Therefore, Samuel is immortal.
ππ αα αα³α₯ logic αα α«αααα’
ααα α¨αααα«α½α αα°α¨α³α αα³α₯α‘
Argument= premises + conclusion.
Argument α¨ premises α₯α conclusion α΅αα ααα’
Premises α αα΅ α₯α α¨ α αα΅ α αα α.ααα(statement) ααα¨α αα½ααα’ ααα αα conclusion αααα α αα΅ α.ααα(statement) α₯α» αα::
π Premises can have one or more than one statements.
But
π Conclusion always have only one statement.
ππαα°α αα α΅αααα£ α«αα΅
Argument ααα΅ α¨ premises α₯α α¨ conclusion α΅αα αα€α΅ αα α₯αααα’ α³α²α« α argument αα΅α₯ α¨αααα΅α premises α₯α conclusion α₯αα΄α΅ αα ααα α¨ααα½αα? α¨α΅αα αα premise? α¨α΅αα αα conclusion? α₯ααα α α₯α ααα½α α αα£α α₯αα«ααα’
βββββββββββ
π― Join & Share
@Gtutorialclass
π― Contact & Ads
@Gtutorialclass
βββββββββββ
Logic ααα΅ αα£α«α αααα³(General truth) ααα΅ α αα°ααα’ ααα³α α‘
ααααΆα½ α ααα ααͺα« ααα«αα’ααΈ αα£α«α αααα³ αα logic α αα°ααα’
α α΅α°αα logic ααα΅ αα£α«α αααα³ ααα General truth α αα°ααα’
Logic ααα΅ α΅α argument α¨αα«α α αα α’
ααα΅α α΅α α αα΅ ααα α΅αα³α ααα΅α α΅ α ααα ααα αα΅α¨α α₯α αα΅α¨ααα α°α α αα α΅α α αα΅ ααα α ααα°α α α΅αα³α αα«α¨α α«ααα ααααα΅ α¨αα«α α α₯α α¨ααααα α¨ ααα΅αα ααα ααα’
α°α α αα α΅α α αα΅ ααα α ααα°α α α΅αα³α αα«α¨α α«ααα ααααα΅ α¨αα«α α α₯α α¨ααααα α¨ααα΅αα ααα ααα’
π α₯α΅α² α₯αααα¨α΅ logic αα£α«α αααα³ α αααααα’
π·Example
β‘οΈ All human beings are immortal.
β‘οΈ Samuel is a human being.
β‘οΈ Therefore, Samuel is immortal.
α¨α°α αα αα½ α αα°ααα’ α³αα€α α¨α°α αα ααα’ α΅ααα α³αα€α αα½ α αα°ααα’
π α α«α½α α αα°α α³αα€α αα½ α αα°αα α₯αα α΅αα³α ααα΅α α΅ αα΅α¨α α α αα ααα’ α΅ααα logic ααα’
π€·ββ αα αα£α«α αααα³α α¨α°α αα αα½ ααα’ α¨ α°α αα αα½ α αα°αα α₯αα α«αα¨αα₯αα αα΅α¨α α¨ αα£α«α αααα³α αα α’α£α¨α΅α logic α¨ααα α ααα°αα αααα«α±α logic αα£α«α αααα΅ α³ααα α΅α α αα΅ ααα α΅αα³α α₯α α΅αα³ααα ααα΅α α΅ α΅αα°α αααα α΅ αα΅α¨α αα«α¨α α«ααα ααααα΅ α¨αα«α α ααα’ α΅ααα
π Argument - is the inferential claim between premises and conclusion.
π Argument - is not the factual claim between premises and conclusion.
α α°α«α½αα α₯ααα απ ααα΅ αα³α¦α½ α«ααΈαα’ αα°α αα ααα£αα’
Argument ααα logic ααα΅ α α΅αα³αα(conclusion) α₯α α αα΅α¨αααΉ(premises) αα«α¨α α«αα ααααα΅ α¨αααα«α³ααα΅(inferential claim) ααααα΅ αα α₯αα α¨ αα£α«α αααα³(factual claim) ααααα΅ α αα°ααα’ αα αα
β‘οΈ Human being is immortal.
β‘οΈ Samuel is human being.
β‘οΈ Therefore, Samuel is immortal.
ππ αα αα³α₯ logic αα α«αααα’
ααα α¨αααα«α½α αα°α¨α³α αα³α₯α‘
Argument= premises + conclusion.
Argument α¨ premises α₯α conclusion α΅αα ααα’
Premises α αα΅ α₯α α¨ α αα΅ α αα α.ααα(statement) ααα¨α αα½ααα’ ααα αα conclusion αααα α αα΅ α.ααα(statement) α₯α» αα::
π Premises can have one or more than one statements.
But
π Conclusion always have only one statement.
ππαα°α αα α΅αααα£ α«αα΅
Argument ααα΅ α¨ premises α₯α α¨ conclusion α΅αα αα€α΅ αα α₯αααα’ α³α²α« α argument αα΅α₯ α¨αααα΅α premises α₯α conclusion α₯αα΄α΅ αα ααα α¨ααα½αα? α¨α΅αα αα premise? α¨α΅αα αα conclusion? α₯ααα α α₯α ααα½α α αα£α α₯αα«ααα’
βββββββββββ
π― Join & Share
@Gtutorialclass
π― Contact & Ads
@Gtutorialclass
βββββββββββ