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Who Defined the Study of
      Philosophy and Logic?
• Socrates, Plato and Aristotle
• These three philosophers form the basis of
  what is known as Western Philosophy
• Every thinker and scientist that followed
  used their methods
Socrates
                           b. 470 BCE

• Developed the Socratic method:
      • A series of questions are used to examine beliefs and develop
        ideas.
• “The unexamined life is not worth living.”
• “ There is only one good, knowledge, and one
  evil, ignorance.”
• “Know thyself.”
• Was executed in Athens after being convicted of
  corrupting the youth with his ideas.
Plato
                      b. 428 BCE

• Was Socrates’ brilliant student
• Traveled extensively before returning to teach at
  The Academy.
• Allegory of the Cave- the real world is only a
  reflection of the truth, of a higher reality
• He believed that the perfect political system would
  feature “philosopher kings” as it rulers, people
  versed in ethics and who truly loved only one
  thing: truth and knowledge
Aristotle
                      b. 384 BCE

• Plato’s student
• Aristotle studied almost every single topic from
  anatomy to economics to geography, physics,
  politics, psychology, religion, and even poetry.
• He founded his own school after leaving the
  Academy, and his center of knowledge became
  known as the Lyceum.
• Was Alexander the Great’s personal teacher.
Aristotle Part 2
• Developed a vast system of rules for logical
  thinking to define the world.
• Much like a game has rules, so, too, must logic
• Syllogism def. If A=B and B=C, then A=C
• Causality: If I set fire to a piece of paper (cause)
  then it will burn (effect).
• Scientific Method:
      • 1. Observe and take notes
      • 2. Make a theory
      • 3. Test the theory
What is Logic?
• Def. logic is the study of the rules for correct, or valid,
  reasoning.

•   Deduction: Reasoning that moves from the general to the specific. It is
    a form of inference where if the premises are true, the conclusion must
    also be true.
     – All humans have two legs, the major premise,
     – I am a human, the minor premise, therefore,
     – I have two legs, the conclusion.


•   Induction: Reasoning that typically moves from specific examples to a
    larger, general observation. If the premises are true, then the conclusion
    probably is true.
               – '95 households out of 100 have a TV. I am going to stay
                 with Fred, so I will probably be able to watch TVquot;.
What are the unstated
                assumptions?
•   I failed that course because the instructor didn’t like me.
     Assumption: The instructor fails students he doesn’t like.
•   I’m not surprised he made the team. After all, his father is the
    superintendent of schools.
     Assumption: The superintendent gives special favors to his family
•   If I’d only taken my boss to lunch more often, I could have gotten that
    raise.
      Assumption: The boss denies raises to people who don’t take him to
         lunch very often.


     Analyze the assumptions behind every idea!!!
What is a syllogism?
• a specific method of logical deduction
  (moving from the general to the particular)

  every syllogism contains at least three parts:
   – a major premise (global assumption)
   – a minor premise (specific claim)
   – a conclusion

• It’s kind of like simple math
 If A = B and B = C, then A = C
A visual representation
                          all things with hair
all mammals have hair



                            mammals
 fish do not have hair



                                                 fish

   Fish are not mammals
True vs. Valid Arguments
• True argument = an argument with a conclusion
  that is considered factually correct.


• Valid argument = an argument with a
  conclusion that makes sense logically, regardless
  of whether it is true or not.
True, Valid or Both?
 All old people are bad drivers.
                                                    bad drivers




                                                       Old people
       Jean is an old person.


                                                             Jean

         Jean is a bad driver.

              If the premises are true,
           the conclusion would be true.
So this is a valid argument, but obviously false.
True, Valid, or Both
• All fruits have seeds.
• Tomatoes have seeds.
• Therefore, a tomato is a fruit.


                         Scientifically, this is valid and true

      All fruits

                   Tomatoes
Is this True, Valid, or Both?
• No human being is immortal.
• God is not a human being.
• Therefore, God is immortal.

                             human    Faulty logic because this
                             beings   syllogism assumes anything not
      all things immortal             human is immortal. However,
                                      according to many people’s
                                      beliefs, this is a true statement:
                            God       So this is an invalid argument,
                                      but a true conclusion.
Is this True, Valid, or Both?
• All weeds are plants.
• A flower is a plant.
• Therefore, all weeds are flowers.
             plants
                                The conclusion here does not
                                logically follow as a
                      flowers   necessary consequence;
          weeds                 therefore this argument is
                                invalid.

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Philosophers/Deduction/Induction

  • 1. Who Defined the Study of Philosophy and Logic? • Socrates, Plato and Aristotle • These three philosophers form the basis of what is known as Western Philosophy • Every thinker and scientist that followed used their methods
  • 2. Socrates b. 470 BCE • Developed the Socratic method: • A series of questions are used to examine beliefs and develop ideas. • “The unexamined life is not worth living.” • “ There is only one good, knowledge, and one evil, ignorance.” • “Know thyself.” • Was executed in Athens after being convicted of corrupting the youth with his ideas.
  • 3. Plato b. 428 BCE • Was Socrates’ brilliant student • Traveled extensively before returning to teach at The Academy. • Allegory of the Cave- the real world is only a reflection of the truth, of a higher reality • He believed that the perfect political system would feature “philosopher kings” as it rulers, people versed in ethics and who truly loved only one thing: truth and knowledge
  • 4. Aristotle b. 384 BCE • Plato’s student • Aristotle studied almost every single topic from anatomy to economics to geography, physics, politics, psychology, religion, and even poetry. • He founded his own school after leaving the Academy, and his center of knowledge became known as the Lyceum. • Was Alexander the Great’s personal teacher.
  • 5. Aristotle Part 2 • Developed a vast system of rules for logical thinking to define the world. • Much like a game has rules, so, too, must logic • Syllogism def. If A=B and B=C, then A=C • Causality: If I set fire to a piece of paper (cause) then it will burn (effect). • Scientific Method: • 1. Observe and take notes • 2. Make a theory • 3. Test the theory
  • 6. What is Logic? • Def. logic is the study of the rules for correct, or valid, reasoning. • Deduction: Reasoning that moves from the general to the specific. It is a form of inference where if the premises are true, the conclusion must also be true. – All humans have two legs, the major premise, – I am a human, the minor premise, therefore, – I have two legs, the conclusion. • Induction: Reasoning that typically moves from specific examples to a larger, general observation. If the premises are true, then the conclusion probably is true. – '95 households out of 100 have a TV. I am going to stay with Fred, so I will probably be able to watch TVquot;.
  • 7. What are the unstated assumptions? • I failed that course because the instructor didn’t like me. Assumption: The instructor fails students he doesn’t like. • I’m not surprised he made the team. After all, his father is the superintendent of schools. Assumption: The superintendent gives special favors to his family • If I’d only taken my boss to lunch more often, I could have gotten that raise. Assumption: The boss denies raises to people who don’t take him to lunch very often. Analyze the assumptions behind every idea!!!
  • 8. What is a syllogism? • a specific method of logical deduction (moving from the general to the particular) every syllogism contains at least three parts: – a major premise (global assumption) – a minor premise (specific claim) – a conclusion • It’s kind of like simple math If A = B and B = C, then A = C
  • 9. A visual representation all things with hair all mammals have hair mammals fish do not have hair fish Fish are not mammals
  • 10. True vs. Valid Arguments • True argument = an argument with a conclusion that is considered factually correct. • Valid argument = an argument with a conclusion that makes sense logically, regardless of whether it is true or not.
  • 11. True, Valid or Both? All old people are bad drivers. bad drivers Old people Jean is an old person. Jean Jean is a bad driver. If the premises are true, the conclusion would be true. So this is a valid argument, but obviously false.
  • 12. True, Valid, or Both • All fruits have seeds. • Tomatoes have seeds. • Therefore, a tomato is a fruit. Scientifically, this is valid and true All fruits Tomatoes
  • 13. Is this True, Valid, or Both? • No human being is immortal. • God is not a human being. • Therefore, God is immortal. human Faulty logic because this beings syllogism assumes anything not all things immortal human is immortal. However, according to many people’s beliefs, this is a true statement: God So this is an invalid argument, but a true conclusion.
  • 14. Is this True, Valid, or Both? • All weeds are plants. • A flower is a plant. • Therefore, all weeds are flowers. plants The conclusion here does not logically follow as a flowers necessary consequence; weeds therefore this argument is invalid.