
| Title Name | IGNOU MPY 12 MPYE 12 SOLVED ASSIGNMENT |
|---|---|
| Type | Soft Copy (E-Assignment) .pdf |
| University | IGNOU |
| Degree | MASTER DEGREE PROGRAMMES |
| Course Code | MAPY |
| Course Name | Master of Arts in Philosophy |
| Subject Code | MPY 12 MPYE 12 |
| Subject Name | Tribal Philosophy |
| Year | 2025 2026 |
| Session | |
| Language | English Medium |
| Assignment Code | MPY-012/Assignmentt-1//2025-26 |
| Product Description | Assignment of MAPY (Master of Arts in Philosophy) 2025-26. Latest MPY 012 2025-26 Solved Assignment Solutions |
| Last Date of IGNOU Assignment Submission | Last Date of Submission of IGNOU MPY-012 (MAPY) 2025-26 Assignment is for January 2026 Session: 30th September, 2026 (for December 2025 Term End Exam).Semester WiseJanuary 2025 Session: 30th March, 2026 (for June 2026 Term End Exam).July 2025 Session: 30th September, 2025 (for December 2025 Term End Exam). |
Ques 1.
What is Boolean algebra? Write a note on AND and OR Boolean Operators.
Ques 2.
Write an essay on Logical gates, showing their graphical symbols and representation in Truth table.
Ques 3.
What is dilemma? How we can avoid dilemma?
Ques 4.
What is venn diagram? Proof the validity/invalidity of the following using Venn Diagram method,
Ques 5.
Some pens are pencils. Some pencils are blue. Therefore some pens are blue.
Ques 6.
No scientist is musician. All musicians are poets. Therefore, Some Scientists are poets.
Ques 7.
All dogs are animals. Some animals are wild animals. Therefore some dogs are not wild animals.
Ques 8.
Discuss the rule of quantification in detail. How would you apply these quantification rules? Illustrate with examples.
Ques 9.
Answer any two questions in about 250 words each. (Word limit is only for theory related questions)
a) I) What is Quantification Theory?
II) Apply quantification rules to prove the validity/invalidity of the following syllogistic arguments.
i) All substances have qualities. Some qualities have actions. Therefore, Some substances have actions.
ii) Some politicians are doctors. All doctors are good not orators. Therefore, Some Politicians are good orators.
Ques 10.
Write an essay on the square of opposition.
Ques 11.
Describe 'Modus Ponens' and 'Modus Tollens' with an example.
Ques 12.
What is the difference between material implication and logical implication? Give some examples.
Ques 13.
Answer any four questions in about 150 words each. (Word limit is only for theory related questions)
a) Explain the significance of random variable.
b) State the differences between monadic and dyadic models.
c) Write a note on the problems of induction.
d) Write an essay on the fallacy of presumption.
Ques 14.
Symbolize the followings using quantifiers.
i) Some artists are not scientists.
ii) Some students of ignou are government employee.
iii) All horses are not mammals.
iv) Some pencils are not blue.
v) Some dogs are cats.
Ques 15.
What are the factors which determine the mood of a syllogism?
Ques 16.
Denotation
Ques 17.
Conjunction
Ques 18.
Implication
Ques 19.
Contrary
Ques 20.
Tautology
Ques 21.
Digital Logic
Ques 22.
Fuzzy-genetic Algorithms
Ques 23.
Contradiction
Ques 24.
What is Boolean algebra? Write a note on AND and OR Boolean Operators.
Ques 25.
Write an essay on Logical gates, showing their graphical symbols and representation in Truth table.
Ques 26.
What is dilemma? How we can avoid dilemma?
Ques 27.
What is venn diagram? Proof the validity/invalidity of the following using Venn Diagram method,
Ques 28.
Some pens are pencils. Some pencils are blue. Therefore some pens are blue.
Ques 29.
No scientist is musician. All musicians are poets. Therefore, Some Scientists are poets.
Ques 30.
All dogs are animals. Some animals are wild animals. Therefore some dogs are not wild animals.
Ques 31.
Discuss the rule of quantification in detail. How would you apply these quantification rules? Illustrate with examples.
Ques 32.
Answer any two questions in about 250 words each. (Word limit is only for theory related questions)
a) I) What is Quantification Theory?
II) Apply quantification rules to prove the validity/invalidity of the following syllogistic arguments.
i) All substances have qualities. Some qualities have actions. Therefore, Some substances have actions.
ii) Some politicians are doctors. All doctors are good not orators. Therefore, Some Politicians are good orators.
Ques 33.
Write an essay on the square of opposition.
Ques 34.
Describe 'Modus Ponens' and 'Modus Tollens' with an example.
Ques 35.
What is the difference between material implication and logical implication? Give some examples.
Ques 36.
Answer any four questions in about 150 words each. (Word limit is only for theory related questions)
a) Explain the significance of random variable.
b) State the differences between monadic and dyadic models.
c) Write a note on the problems of induction.
d) Write an essay on the fallacy of presumption.
Ques 37.
Symbolize the followings using quantifiers.
i) Some artists are not scientists.
ii) Some students of ignou are government employee.
iii) All horses are not mammals.
iv) Some pencils are not blue.
v) Some dogs are cats.
Ques 38.
What are the factors which determine the mood of a syllogism?
Ques 39.
Denotation
Ques 40.
Conjunction
Ques 41.
Implication
Ques 42.
Contrary
Ques 43.
Tautology
Ques 44.
Digital Logic
Ques 45.
Fuzzy-genetic Algorithms
Ques 46.
Contradiction
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IGNOU MAPY Assignments Jan - July 2026 - IGNOU University has uploaded its current session Assignment of the MAPY Programme for the session year 2025 2026. Students of the MAPY Programme can now download Assignment questions from this page. Candidates have to compulsory download those assignments to get a permit of attending the Term End Exam of the IGNOU MAPY Programme.
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If you’ve arrived at this page, you’re looking for a free PDF download of the IGNOU MAPY Solved Assignment 2025 2026. MAPY is for Master of Arts in Philosophy.
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| Course Name | Master of Arts in Philosophy |
| Course Code | MAPY |
| Programm | MASTER DEGREE PROGRAMMES Courses |
| Language | English |
| IGNOU MPY 12 MPYE 12 Solved Assignment | ignou assignment 2025 2026, 2025 2026 MPY 12 MPYE 12 | ||
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