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Eduction
Is the formulation of a new proposition
by the interchange of the subject and
the predicate of an original proposition
and/or by the use or removal of
negatives.
Kinds of Formal Eduction:
1. Conversion
-is the formulation of a new proposition
by interchanging the subject and
predicate of an original proposition but
leaving its quality unchanged.
a. Simple Conversion
b. Partial Conversion
Rules for Conversion:
1. Interchange the subject and the
predicate.
2. Retain the quality.

3. Do not extend any term.
a. Simple Conversion
 The conversion is simple if the quantity of
the converse is the same as the quantity of
the convertend. (E-E) (I-I)
Example:
E- No cat is a dog.
E- No dog is a cat.

I- Some students are scholars.
I- Some scholars are students.
b. Partial Conversion
 the conversion is partial if the quantity
of the proposition is reduced from
universal to particular. (A to I )

Example:
A- All bananas are fruits.
I- Some fruits are bananas.
2. Obversion
-is the formulation of a new
proposition by retaining the subject
and
quantity
of
an
original
proposition, changing its quality, and
using as predicate the contradictory
of the original predicate.
 (A to E) (E to A)

 (I to O) (O to I)
Rules for Obversion:
1. Retain the subject and the quantity of
the obvertend.
2. Change the quality. If the obvertend is
affirmative, the obverse must be negative;
and if the obvertend is negative to obverse
must be affirmative.
3. As predicate, use the contradictory
predicate of the original proposition.
Example:
A- All men are free.
E- No men are non-free.
E- No men are free.
A- All men are non-free.
I- Some men are dishonest.
O- Some men are not honest.

O- Some houses are not white.
I- Some houses are non-white.
3. Contraposition
-is the formulation of a new proposition
whose subject is the contradictory of
the original predicate.
a. Partial Contraposition
b. Complete Contraposition
Rules for Partial Contraposition:
1. The subject is contradictory of the
original predicate.

2. The quality is changed.
3. The predicate is the original subject.

To get Partial Contraposition:
1. Obvert.
2. Converse the obverse Symbols and their
Partial Contraposition.
Example: (partial contraposition)
A- All roses are flowers.
E- No roses are non-flowers.
E- No non-flowers are roses.
E- No bugs are birds.
A- All bugs are non-birds.

I- Some non-birds are bugs.
Rules for Complete Contraposition:
1. The subject is contradictory of the original
predicate.
2. The quality is not changed.
3. The predicate is the contradictory of the
original subject.

To get Complete Contraposition:
1. Obvert.
2. Converse the obverse Symbols and their
Complete Contraposition.
3. Obvert the converse of the obverse.
Example: (full contraposition)
A- All apples are fruits.
E- No apples are non-fruits.
E- No non-fruits are apples.
A- All non-fruits are non-apples.
E- No books are pen.
A- All books are non-pen.
I- Some non-pen are books.
O- Some non-pen are not non-books.
4. Inversion
-is the formulation of a new proposition
whose subject is the contradictory of the
original subject.

a. Partial inversion
b. Full inversion
Rules for Partial Inversion:
1.The quality is changed.
2.The predicate is the same as the original
proposition.

To get Partial Inversion :
1.Obvert
2.Convert Symbols and their Partial Inversion
(Only A & E can be Inverted) - A to O - E to I
3.Obvert

4.Convert
5.Obvert
Example: (partial inversion)
A- All cat is an animal.
E- No cat is a non-animal.
E- No non-animal is a cat.

A- All non-animal is a non-cat.
I- Some non-cat is a non-animal.
O- Some non cat is a not non-animal.
Rules for Complete Inversion:
1. The quality is not changed.
2. The predicate is the contradictory of the
original predicate.

To get Complete Inversion:
1.Convert
2. Obvert Symbols and their Complete Inversion
(Only A & E can be Inverted) - A to I - E to O
3.Convert
4.Obvert
Example: (full inversion)
E- No aliens are voters.
E- No voters are aliens.
A- All voters are non-aliens.

I- Some non-aliens are voters.
O- Some non aliens are not non-voters.
End
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Eduction (ph1)

  • 1. Eduction Is the formulation of a new proposition by the interchange of the subject and the predicate of an original proposition and/or by the use or removal of negatives.
  • 2. Kinds of Formal Eduction: 1. Conversion -is the formulation of a new proposition by interchanging the subject and predicate of an original proposition but leaving its quality unchanged. a. Simple Conversion b. Partial Conversion
  • 3. Rules for Conversion: 1. Interchange the subject and the predicate. 2. Retain the quality. 3. Do not extend any term.
  • 4. a. Simple Conversion  The conversion is simple if the quantity of the converse is the same as the quantity of the convertend. (E-E) (I-I) Example: E- No cat is a dog. E- No dog is a cat. I- Some students are scholars. I- Some scholars are students.
  • 5. b. Partial Conversion  the conversion is partial if the quantity of the proposition is reduced from universal to particular. (A to I ) Example: A- All bananas are fruits. I- Some fruits are bananas.
  • 6. 2. Obversion -is the formulation of a new proposition by retaining the subject and quantity of an original proposition, changing its quality, and using as predicate the contradictory of the original predicate.  (A to E) (E to A)  (I to O) (O to I)
  • 7. Rules for Obversion: 1. Retain the subject and the quantity of the obvertend. 2. Change the quality. If the obvertend is affirmative, the obverse must be negative; and if the obvertend is negative to obverse must be affirmative. 3. As predicate, use the contradictory predicate of the original proposition.
  • 8. Example: A- All men are free. E- No men are non-free. E- No men are free. A- All men are non-free. I- Some men are dishonest. O- Some men are not honest. O- Some houses are not white. I- Some houses are non-white.
  • 9. 3. Contraposition -is the formulation of a new proposition whose subject is the contradictory of the original predicate. a. Partial Contraposition b. Complete Contraposition
  • 10. Rules for Partial Contraposition: 1. The subject is contradictory of the original predicate. 2. The quality is changed. 3. The predicate is the original subject. To get Partial Contraposition: 1. Obvert. 2. Converse the obverse Symbols and their Partial Contraposition.
  • 11. Example: (partial contraposition) A- All roses are flowers. E- No roses are non-flowers. E- No non-flowers are roses. E- No bugs are birds. A- All bugs are non-birds. I- Some non-birds are bugs.
  • 12. Rules for Complete Contraposition: 1. The subject is contradictory of the original predicate. 2. The quality is not changed. 3. The predicate is the contradictory of the original subject. To get Complete Contraposition: 1. Obvert. 2. Converse the obverse Symbols and their Complete Contraposition. 3. Obvert the converse of the obverse.
  • 13. Example: (full contraposition) A- All apples are fruits. E- No apples are non-fruits. E- No non-fruits are apples. A- All non-fruits are non-apples. E- No books are pen. A- All books are non-pen. I- Some non-pen are books. O- Some non-pen are not non-books.
  • 14. 4. Inversion -is the formulation of a new proposition whose subject is the contradictory of the original subject. a. Partial inversion b. Full inversion
  • 15. Rules for Partial Inversion: 1.The quality is changed. 2.The predicate is the same as the original proposition. To get Partial Inversion : 1.Obvert 2.Convert Symbols and their Partial Inversion (Only A & E can be Inverted) - A to O - E to I 3.Obvert 4.Convert 5.Obvert
  • 16. Example: (partial inversion) A- All cat is an animal. E- No cat is a non-animal. E- No non-animal is a cat. A- All non-animal is a non-cat. I- Some non-cat is a non-animal. O- Some non cat is a not non-animal.
  • 17. Rules for Complete Inversion: 1. The quality is not changed. 2. The predicate is the contradictory of the original predicate. To get Complete Inversion: 1.Convert 2. Obvert Symbols and their Complete Inversion (Only A & E can be Inverted) - A to I - E to O 3.Convert 4.Obvert
  • 18. Example: (full inversion) E- No aliens are voters. E- No voters are aliens. A- All voters are non-aliens. I- Some non-aliens are voters. O- Some non aliens are not non-voters.
  • 19. End Thank you for viewing!