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ASSIGNMENT #5 : POWER POINT PRESENTATION
SUMMATIVE ASSESSMENT
DATE OF SUBMISSION : DECEMBER 15, 2023
079_ Dr. Sidra Shoaib Qureshi
CHPE(05)_079_2023
Deductive
Reasoning
‫استخراجی‬
‫استدالل‬
INTENDED LEARNING OUTCOMES:
• The learners will be able to
 Define Logical reasoning
 Differentiate different types of Reasonings- Deductive versus
Inductive
 Explain Deductive reasoning with examples.
 Define Statement, Reasoning, Deductions and conclusions.
WHAT IS LOGICAL REASONING ANYWAY?
The Ability to Assess things
rationally
by
Applying logic based on information
while
“making a decision”.
WHAT IS LOGICAL REASONING ANYWAY?
The Ability to Assess things
rationally
by
Applying logic based on information
while
“making a decision”.
WHAT IS LOGICAL REASONING ANYWAY?
The Ability to Assess things
rationally
by
Applying logic based on information
while
“making a decision”.
WHY
TO
PERFORM
LOGICAL
REASONING
Solving
problems
Handles
uncertainty
Assess
situation
carefully
Verify claims
TYPES OF LOGICAL REASONING
Inductive Deductive
TYPES OF LOGICAL REASONING
Our main focus
of discussion
today is
Deductive
Before we explain the
DEDUCTIVE REASONING WITH
EXAMPLES
Lets briefly learn about
INDUCTIVE REASONING
INDUCTIVE REASONING Observing Data
Recognizing
Patterns
Making
Generalizations
The inference made from
inductive reasoning may
never happen as it is based on
observations and not facts .
The results are predictable
but NOT ALWAYS correct
An example of
Inclusive reasoning
End of the day
Final result
DEDUCTIVE REASONING/ LOGIC
• A type of logic in which one goes from a
general statement to a specific instance.
• It uses facts, rules, definitions or properties
to arrive at a conclusion
DEDUCTIVE REASONING/ LOGIC
• A type of logic in which one goes from a
general statement to a specific instance.
• It uses facts, rules, definitions or properties
to arrive at a conclusion
General theory
exists
AN EXPLANATION
Formulated
Collect & ANALYZE
Data
CONCLUSION
DERIVED
Deductive theory – Main Steps
LET DIVE DEEPER INTO DEDUCTIVE REASON
DEDUCTIVE SYLLOGISM - KEY DEFINITIONS
Argument
Premise
Conclusion
‫بیان‬/‫دلیل‬
‫مفروضہ‬ ‫ممکنہ‬
‫نتیجہ‬
DEDUCTIVE SYLLOGISM- SYLLOGISM: AN
ARGUMENT ARRANGED IN THREE PARTS
• 1. Major Premise: General Principle
• 2. Minor Premise: Specific Instance
• 3. Conclusion: Follows Logically
GENERAL  SPECIFIC
LETS PRACTICE A COUPLE OF
EXAMPLES
SYLLOGISM – EXAMPLE 1
Major Premise: ( General Principle )
• “All Good Students are on Dean’s list”
Minor Premise: Specific Instance
• “Samreen is a good Student.”
Conclusion: Follows Logically
“Samreen is on Dean’s List.”
SYLLOGISM – EXAMPLE 1
Major Premise: ( General Principle )
• “All Good Students are on Dean’s list”
Minor Premise: Specific Instance
• “Samreen is a good Student.”
Conclusion: Follows Logically
“Samreen is on Dean’s List.”
SYLLOGISM – EXAMPLE
Major Premise: ( General Principle )
• “All Good Students are on Dean’s list”
Minor Premise: Specific Instance
• “Samreen is a good Student.”
Conclusion: Follows Logically
“Samreen must be on Dean’s List.”
SYLLOGISM – EXAMPLE 2
Major Premise: ( General Principle )
• “All New Faculty members need to attend a certificate
course in medical education prior to appointment.”
Minor Premise: (Specific Instance)
• “ Allah Nawaz has been selected as Assistant professor
today in a medical university.”
Conclusion: Follows Logically
“Allah Nawaz has passed his CMT .”
SYLLOGISM – EXAMPLE 2
Major Premise: ( General Principle )
• “All New Faculty members need to attend a certificate
course in medical education prior to appointment.”
Minor Premise: (Specific Instance)
• “ Allah Nawaz has been selected as Assistant professor
today in a medical university.”
Conclusion: Follows Logically
“Allah Nawaz has passed his CMT .”
SYLLOGISM – EXAMPLE 2
Major Premise: ( General Principle )
• “All New Faculty members need to attend a certificate
course in medical education prior to appointment.”
Minor Premise: (Specific Instance)
• “ Allah Nawaz has been selected as Assistant professor
today in a medical university.”
Conclusion: Follows Logically
“Allah Nawaz has passed his CMT .”
HOW WILL PAKISTAN DO IN AUSTRALIA ?
DATA
Pak has won 15
and Aus 34 times
out of 70
matches
Pattern
Pakistan has won
last 07 matches
played in
Australia.
Conclusion
Pakistan will win
the series in 2023
THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
INCLUSIVE REASONING
DATA
Pak has won 15
and Aus 34 times
out of 70
matches
Pattern
Pakistan has won
last 07 matches
played in
Australia.
Conclusion
Pakistan will win
the series in 2023
THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
WAS SOCRATES MORTAL OR IMMORTAL ?
Major
Premise
All human
beings are
Mortal
Minor
Premise
Socrates was
a human
being
Conclusion
Socrates
must be
mortal .
THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
DEDUCTIVE REASONING
Major
Premise
All human
beings are
Mortal
Minor
Premise
Socrates was
a human
being
Conclusion
Socrates
must be
mortal .
THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
TAKE HOME MESSAGE
• The Ability to Assess things rationally by Applying logic
based on information while “making a decision” is called
reasoning
• Reasoning can be Inductive or Deductive.
• Deductive reasoning is explained by using principles of
Syllogism.
• A general argument uses premises ( general principles &
Specific instance) to deduct LOGICAL conclusions.

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Deductive reasoning

  • 1. ASSIGNMENT #5 : POWER POINT PRESENTATION SUMMATIVE ASSESSMENT DATE OF SUBMISSION : DECEMBER 15, 2023 079_ Dr. Sidra Shoaib Qureshi CHPE(05)_079_2023 Deductive Reasoning ‫استخراجی‬ ‫استدالل‬
  • 2. INTENDED LEARNING OUTCOMES: • The learners will be able to  Define Logical reasoning  Differentiate different types of Reasonings- Deductive versus Inductive  Explain Deductive reasoning with examples.  Define Statement, Reasoning, Deductions and conclusions.
  • 3. WHAT IS LOGICAL REASONING ANYWAY? The Ability to Assess things rationally by Applying logic based on information while “making a decision”.
  • 4. WHAT IS LOGICAL REASONING ANYWAY? The Ability to Assess things rationally by Applying logic based on information while “making a decision”.
  • 5. WHAT IS LOGICAL REASONING ANYWAY? The Ability to Assess things rationally by Applying logic based on information while “making a decision”.
  • 7. TYPES OF LOGICAL REASONING Inductive Deductive
  • 8. TYPES OF LOGICAL REASONING Our main focus of discussion today is Deductive
  • 9. Before we explain the DEDUCTIVE REASONING WITH EXAMPLES Lets briefly learn about INDUCTIVE REASONING
  • 10. INDUCTIVE REASONING Observing Data Recognizing Patterns Making Generalizations
  • 11. The inference made from inductive reasoning may never happen as it is based on observations and not facts . The results are predictable but NOT ALWAYS correct
  • 12. An example of Inclusive reasoning End of the day Final result
  • 13.
  • 14. DEDUCTIVE REASONING/ LOGIC • A type of logic in which one goes from a general statement to a specific instance. • It uses facts, rules, definitions or properties to arrive at a conclusion
  • 15. DEDUCTIVE REASONING/ LOGIC • A type of logic in which one goes from a general statement to a specific instance. • It uses facts, rules, definitions or properties to arrive at a conclusion
  • 16. General theory exists AN EXPLANATION Formulated Collect & ANALYZE Data CONCLUSION DERIVED Deductive theory – Main Steps
  • 17.
  • 18. LET DIVE DEEPER INTO DEDUCTIVE REASON
  • 19. DEDUCTIVE SYLLOGISM - KEY DEFINITIONS Argument Premise Conclusion ‫بیان‬/‫دلیل‬ ‫مفروضہ‬ ‫ممکنہ‬ ‫نتیجہ‬
  • 20. DEDUCTIVE SYLLOGISM- SYLLOGISM: AN ARGUMENT ARRANGED IN THREE PARTS • 1. Major Premise: General Principle • 2. Minor Premise: Specific Instance • 3. Conclusion: Follows Logically GENERAL  SPECIFIC
  • 21. LETS PRACTICE A COUPLE OF EXAMPLES
  • 22. SYLLOGISM – EXAMPLE 1 Major Premise: ( General Principle ) • “All Good Students are on Dean’s list” Minor Premise: Specific Instance • “Samreen is a good Student.” Conclusion: Follows Logically “Samreen is on Dean’s List.”
  • 23. SYLLOGISM – EXAMPLE 1 Major Premise: ( General Principle ) • “All Good Students are on Dean’s list” Minor Premise: Specific Instance • “Samreen is a good Student.” Conclusion: Follows Logically “Samreen is on Dean’s List.”
  • 24. SYLLOGISM – EXAMPLE Major Premise: ( General Principle ) • “All Good Students are on Dean’s list” Minor Premise: Specific Instance • “Samreen is a good Student.” Conclusion: Follows Logically “Samreen must be on Dean’s List.”
  • 25. SYLLOGISM – EXAMPLE 2 Major Premise: ( General Principle ) • “All New Faculty members need to attend a certificate course in medical education prior to appointment.” Minor Premise: (Specific Instance) • “ Allah Nawaz has been selected as Assistant professor today in a medical university.” Conclusion: Follows Logically “Allah Nawaz has passed his CMT .”
  • 26. SYLLOGISM – EXAMPLE 2 Major Premise: ( General Principle ) • “All New Faculty members need to attend a certificate course in medical education prior to appointment.” Minor Premise: (Specific Instance) • “ Allah Nawaz has been selected as Assistant professor today in a medical university.” Conclusion: Follows Logically “Allah Nawaz has passed his CMT .”
  • 27. SYLLOGISM – EXAMPLE 2 Major Premise: ( General Principle ) • “All New Faculty members need to attend a certificate course in medical education prior to appointment.” Minor Premise: (Specific Instance) • “ Allah Nawaz has been selected as Assistant professor today in a medical university.” Conclusion: Follows Logically “Allah Nawaz has passed his CMT .”
  • 28. HOW WILL PAKISTAN DO IN AUSTRALIA ? DATA Pak has won 15 and Aus 34 times out of 70 matches Pattern Pakistan has won last 07 matches played in Australia. Conclusion Pakistan will win the series in 2023 THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
  • 29. INCLUSIVE REASONING DATA Pak has won 15 and Aus 34 times out of 70 matches Pattern Pakistan has won last 07 matches played in Australia. Conclusion Pakistan will win the series in 2023 THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
  • 30. WAS SOCRATES MORTAL OR IMMORTAL ? Major Premise All human beings are Mortal Minor Premise Socrates was a human being Conclusion Socrates must be mortal . THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
  • 31. DEDUCTIVE REASONING Major Premise All human beings are Mortal Minor Premise Socrates was a human being Conclusion Socrates must be mortal . THIS IS AN EXAMPLE OF WHICH TYPE OF REASONING ?
  • 32. TAKE HOME MESSAGE • The Ability to Assess things rationally by Applying logic based on information while “making a decision” is called reasoning • Reasoning can be Inductive or Deductive. • Deductive reasoning is explained by using principles of Syllogism. • A general argument uses premises ( general principles & Specific instance) to deduct LOGICAL conclusions.

Editor's Notes

  1. Helps solve problems, handle uncertainty, verify claims and assess situation carefully
  2. Helps solve problems, handle uncertainty, verify claims and assess situation carefully
  3. Helps solve problems, handle uncertainty, verify claims and assess situation carefully
  4. Why to perform logical reasoning ? Helps solve problems, handle uncertainty, verify claims and assess situation carefully
  5. Deductive reasoning or deductive logic is a mental process of logically drawing valid inferences. In deductive reasoning, if the given facts, properties, or premises are true, and you apply the correct logic for the inferences or the conclusions, those inferences and conclusions must be true. Deductive reasoning is also referred to as deductive logic or top-down reasoning. A type of logic in which one goes from a general statement to a specific instance. It uses facts, rules, definitions or properties to arrive at a conclusion
  6. Deductive reasoning or deductive logic is a mental process of logically drawing valid inferences. In deductive reasoning, if the given facts, properties, or premises are true, and you apply the correct logic for the inferences or the conclusions, those inferences and conclusions must be true. Deductive reasoning is also referred to as deductive logic or top-down reasoning. A type of logic in which one goes from a general statement to a specific instance. It uses facts, rules, definitions or properties to arrive at a conclusion
  7. Argument: A series of statements called the premises intended to determine the degree of truth of another statement, the conclusion.  Premise: A proposition supporting or helping to support a conclusion  Conclusion: A statement or proposition for which the premises are intended to provide support. (In short, it is the point the argument is trying to make.)