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Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
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Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
Analytic of Concepts <=> treats pure concepts, i.e. categories of the understanding
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2 is wrong. Please try again.
Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
Trans. <=> Transcendental
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3 is correct!
Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
Analytic of Principles <=> the principles are the synthetic a priori propositions of natural science
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4 is wrong. Please try again.
Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
Trans. Aesthetic <=> shows how the synthetic a priori propositions of mathematics are possible
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5 is wrong. Please try again.
Analytic of Principles
{ 1 } - treats pure concepts, i.e. categories of the understanding
{ 2 } - Transcendental
{ 3 } - the principles are the synthetic a priori propositions of natural science
{ 4 } - shows how the synthetic a priori propositions of mathematics are possible
{ 5 } - "the determination of the formal conditions for a complete system of pure Reason."
Trans. Doctrine of Method <=> "the determination of the formal conditions for a complete system of pure Reason."
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the end