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Ayer holds that the truths of logic and mathematics are analytic (or tautologies). An "analytic statement" is defined as a statement that
{ 1 } - is grasped by a mysterious rational intuition into reality.
{ 2 } - is true because of logical connections and the meaning of terms.
{ 3 } - reveals the analytic parts of reality.
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Ayer holds that the truths of logic and mathematics are analytic (or tautologies). An "analytic statement" is defined as a statement that
{ 1 } - is grasped by a mysterious rational intuition into reality.
{ 2 } - is true because of logical connections and the meaning of terms.
{ 3 } - reveals the analytic parts of reality.
Ayer rejects this. He sees analytic statements as statements that are true because of language conventions.
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2 is correct!
Ayer holds that the truths of logic and mathematics are analytic (or tautologies). An "analytic statement" is defined as a statement that
{ 1 } - is grasped by a mysterious rational intuition into reality.
{ 2 } - is true because of logical connections and the meaning of terms.
{ 3 } - reveals the analytic parts of reality.
"All bachelors are single" is a simple example of an analytic statement. It's true because "bachelor" means "single man." So "All bachelors are single" really means "All single men are single" -- which is true but tells us nothing about the world.
In short, analytic statements are statements that are true because of language conventions.
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Ayer holds that the truths of logic and mathematics are analytic (or tautologies). An "analytic statement" is defined as a statement that
{ 1 } - is grasped by a mysterious rational intuition into reality.
{ 2 } - is true because of logical connections and the meaning of terms.
{ 3 } - reveals the analytic parts of reality.
Huh? What have you been drinking.
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the end