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M.P.Y.E – 001
Logic MPYE 001 Solved Assignment 2023-24
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NOTE: All questions are
compulsory.
1. Write an essay on Logical gates, showing their graphical
symbols and representation in Truth table.
Or
What is dilemma? How we can avoid dilemma?
2. What is venn diagram? Proof the validity/invalidity of the
following using Venn Diagram method,
a) Some pens are pencils. Some pencils are blue. Therefore some
pens are blue.
b) No scientist is musician. All musicians are poets. Therefore,
Some Scientists are poets.
c) All dogs are animals. Some animals are wild animals.
Therefore some dogs are not wild animals.
Or
What is conditional proof method? Write an essay on the
significance and the advantage of conditional proof method.
3.
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.
b) Write an essay on the square of opposition.
c) Write a note on Boolean Algebra
d) Write short notes on, i) Fallacy of undistributed middle
term, ii) Distribute of the terms.
4.
Answer any four questions in about 150 words each. (Word limit is only for
theory related questions)
a) Write a note on Complex destructive dilemma.
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.
e) 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.
f) Write a note on the laws of thought.
5. Write
short notes on any five in about 100 words.
a) Denotation
b) Disjunction
c) Implication
d) Contrary
e) Modus Tollens
f) Mood
g) Fuzzy-genetic Algorithms
h) Contradiction
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Assignment
2022-23.