Deck 8: Logic and Propositional Statements
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Deck 8: Logic and Propositional Statements
1
Ancient logic is also called…………………………………………..
A)symbolic logic
B)mathematical logic
C)modern logic
D)traditional logic
A)symbolic logic
B)mathematical logic
C)modern logic
D)traditional logic
traditional logic
2
Symbolic logic is also called…………………………………….
A)traditional logic
B)ancient logic
C)material logic
D)mathematical logic
A)traditional logic
B)ancient logic
C)material logic
D)mathematical logic
mathematical logic
3
Mathematical logic is also called…………………………………….
A)traditional logic
B)ancient logic
C)material logic
D)modern logic
A)traditional logic
B)ancient logic
C)material logic
D)modern logic
modern logic
4
Symbolic logic originated in connection with
A)mathematical theory
B)inductive method
C)evolution theory
D)economic theory
A)mathematical theory
B)inductive method
C)evolution theory
D)economic theory
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5
Classical logic is related to symbolic logic as
A)sound to unsound
B)embryo to adult organism
C)valid to invalid
D)true to false
A)sound to unsound
B)embryo to adult organism
C)valid to invalid
D)true to false
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6
…………………had introduced into logic the important notion of a variable
A)Thales
B)Socrates
C)Aristotle
D)Bacon
A)Thales
B)Socrates
C)Aristotle
D)Bacon
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7
………………………….is a symbol which can stand for any one of a given range of values
A)A logical constant
B)A modifier
C)A logical connective
D)A variable
A)A logical constant
B)A modifier
C)A logical connective
D)A variable
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8
The development of symbolic logic has been bound up with the development of ………………………
A)physics
B)mathematics
C)chemistry
D)biology
A)physics
B)mathematics
C)chemistry
D)biology
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9
…………………………………………………….. is the form of the argument
A)The structure or pattern of the argument
B)the subject matter with which the argument deals
C)the truth or falsity of propositions
D)the material truth of premises and conclusion
A)The structure or pattern of the argument
B)the subject matter with which the argument deals
C)the truth or falsity of propositions
D)the material truth of premises and conclusion
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10
A simple proposition is ………………………………………………………………….
A)a general proposition
B)one which contains other proposition as it's component
C)one which does not contain any other proposition as it's component
D)a molecular proposition
A)a general proposition
B)one which contains other proposition as it's component
C)one which does not contain any other proposition as it's component
D)a molecular proposition
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11
A compound proposition is …………………………………………………………….
A)an atomic proposition
B)a general proposition
C)one which does not contain any otherproposition as it's component
D)one which contains other proposition as it's component
A)an atomic proposition
B)a general proposition
C)one which does not contain any otherproposition as it's component
D)one which contains other proposition as it's component
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12
Conjunction is a compound proposition in which the word ………… is used to connect simple statements.
A)'not"
B)'unless'
C)'or'
D)"and"
A)'not"
B)'unless'
C)'or'
D)"and"
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13
'Ramesh is either intelligent or hard working' is an example of …………………………
A)negation
B)conjunction
C)disjunction
D)implication
A)negation
B)conjunction
C)disjunction
D)implication
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14
"If it rains, then the road will be wet" is an example for……………………………………….
A)conjunction
B)negation
C)implication
D)disjunction
A)conjunction
B)negation
C)implication
D)disjunction
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15
A general proposition is …………………………………
A)a quantified statement
B)a molecular proposition
C)a compound statement
D)an atomic proposition
A)a quantified statement
B)a molecular proposition
C)a compound statement
D)an atomic proposition
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16
'All Keralites are Indians' is an example for …………………………………………..
A)Universal negative proposition
B)particular affirmative proposition
C)particular negative proposition
D)Universal affirmative proposition
A)Universal negative proposition
B)particular affirmative proposition
C)particular negative proposition
D)Universal affirmative proposition
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17
' Some fruits are sweet' is an example for……………………………………….
A)Universal negative proposition
B)particular affirmative proposition
C)particular negative proposition
D)Universal affirmative proposition
A)Universal negative proposition
B)particular affirmative proposition
C)particular negative proposition
D)Universal affirmative proposition
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18
' Some flowers are not red' is an example for………………………………………..
A)particular affirmative proposition
B)Universal affirmative proposition
C)particular negative proposition
D)Universal negative proposition
A)particular affirmative proposition
B)Universal affirmative proposition
C)particular negative proposition
D)Universal negative proposition
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19
' No birds are fishes' is an example for ……………………………………………
A)particular affirmative proposition
B)particular negative proposition
C)Universal negative proposition
D)Universal affirmative proposition
A)particular affirmative proposition
B)particular negative proposition
C)Universal negative proposition
D)Universal affirmative proposition
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20
Singly general proposition is a general proposition with ………………………………..
A)no quantifier
B)one quantifier
C)one singular proposition
D)two or more quantifiers
A)no quantifier
B)one quantifier
C)one singular proposition
D)two or more quantifiers
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21
Multiply general proposition is a general proposition with ……………………………..
A)one quantifier
B)no quantifier
C)two or more quantifiers
D)two or more singular propositions
A)one quantifier
B)no quantifier
C)two or more quantifiers
D)two or more singular propositions
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22
…………………………..is a branch of Symbolic Logic
A)classical logic
B)traditional logic
C)Propositional logic
D)mathematical logic
A)classical logic
B)traditional logic
C)Propositional logic
D)mathematical logic
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23
Quantification logic is also called………………………………………
A)Propositional logic
B)predicate logic
C)classical logic
D)ancient logic
A)Propositional logic
B)predicate logic
C)classical logic
D)ancient logic
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24
………………………………….analyses the internal structure of propositions
A)Propositional logic
B)truth functional logic
C)sentential logic
D)predicate logic
A)Propositional logic
B)truth functional logic
C)sentential logic
D)predicate logic
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25
……………………………………. does not analyse the internal structure of propositions
A)quantification logic
B)predicate logic
C)propositional logic
D)truth functional logic
A)quantification logic
B)predicate logic
C)propositional logic
D)truth functional logic
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