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Forms of Conditional Proposition: (P  Q)
1. Converse: Q  P
1. Converse: Q  P
2. Inverse: ~P  ~Q
3. Contrapositive:
~Q  ~P
Forms of Conditional Proposition:
(P  Q)
If it is green, then it is cabbage.
1. Converse: Q  P
If it is cabbage then it
is green.
Forms of Conditional Proposition:
(P  Q)
If it is green, then it is cabbage.
If it is not green, then
it is not cabbage
2. Inverse: ~P  ~Q
Forms of Conditional Proposition:
(P  Q)
If it is green, then it is cabbage.
If it is not cabbage,
then it is not green.
3. Contrapositive: ~Q  ~P
Forms of Conditional Proposition:
(P  Q): Whenever nico studied alone,
he got the highest score in the class
1. Converse: Q  P
Whenever he got the
highest score in the class,
nico studied alone
Forms of Conditional Proposition:
Whenever nico did not
studied alone, he does not get
the highest score in the class
2. Inverse: ~P  ~Q
(P  Q): Whenever nico studied alone,
he got the highest score in the class
Forms of Conditional Proposition:
Whenever he does not get the
highest score in the class, nico
did not studied alone.
3. Contrapositive: ~Q  ~P
(P  Q): Whenever nico studied alone,
he got the highest score in the class
Forms of Conditional Proposition:
1. Converse: Q  P
If you are not sleeping, then you
are reading books
(P  Q): If you are reading books, then
you are not sleeping
Forms of Conditional Proposition:
If you are not reading
books, then you are
sleeping.
2. Inverse: ~P  ~Q
(P  Q): If you are reading books, then
you are not sleeping
Forms of Conditional Proposition:
If you are sleeping, then
you are not reading
books.
3. Contrapositive: ~Q  ~P
(P  Q): If you are reading books, then
you are not sleeping

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Logical-Equivalences-STUD.pptx

  • 1. Forms of Conditional Proposition: (P  Q) 1. Converse: Q  P 1. Converse: Q  P 2. Inverse: ~P  ~Q 3. Contrapositive: ~Q  ~P
  • 2. Forms of Conditional Proposition: (P  Q) If it is green, then it is cabbage. 1. Converse: Q  P If it is cabbage then it is green.
  • 3. Forms of Conditional Proposition: (P  Q) If it is green, then it is cabbage. If it is not green, then it is not cabbage 2. Inverse: ~P  ~Q
  • 4. Forms of Conditional Proposition: (P  Q) If it is green, then it is cabbage. If it is not cabbage, then it is not green. 3. Contrapositive: ~Q  ~P
  • 5. Forms of Conditional Proposition: (P  Q): Whenever nico studied alone, he got the highest score in the class 1. Converse: Q  P Whenever he got the highest score in the class, nico studied alone
  • 6. Forms of Conditional Proposition: Whenever nico did not studied alone, he does not get the highest score in the class 2. Inverse: ~P  ~Q (P  Q): Whenever nico studied alone, he got the highest score in the class
  • 7. Forms of Conditional Proposition: Whenever he does not get the highest score in the class, nico did not studied alone. 3. Contrapositive: ~Q  ~P (P  Q): Whenever nico studied alone, he got the highest score in the class
  • 8. Forms of Conditional Proposition: 1. Converse: Q  P If you are not sleeping, then you are reading books (P  Q): If you are reading books, then you are not sleeping
  • 9. Forms of Conditional Proposition: If you are not reading books, then you are sleeping. 2. Inverse: ~P  ~Q (P  Q): If you are reading books, then you are not sleeping
  • 10. Forms of Conditional Proposition: If you are sleeping, then you are not reading books. 3. Contrapositive: ~Q  ~P (P  Q): If you are reading books, then you are not sleeping