Logical Opposition Flashcards

1
Q

This is considered to be a kind of mental reasoning
wherein the mind passes directly from one premise to
the conclusion without using mediums.

A

immediate inference

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2
Q

◦ It is significant to be understood in logic because: 1)
it develops facility of recognizing quality and
quantity in propositions; and it helps in
understanding the relationships of propositions with
one another regarding their truth and falsity

A

immediate inference

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3
Q

The logical relation that exists between two standard-form
categorical propositions that differ in quantity, quality or
other respects.

A

logical oppositions

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4
Q

This relationship is sort of explained in the Traditional
Square of Opposition, as formulated by Aristotle.

A

logical oppositions

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5
Q

logical opposition relationship is sort of explained in the

A

traditional square of opposition

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6
Q

immediate inference is important in logic because it develops facility of recognizing quality and
quantity in propositions

A

true

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7
Q

immediate inference is important in logic because helps in
understanding the relationships of propositions with
one another regarding their truth and falsity.

A

true

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8
Q

kinds of logical opposition

A

contrary
subcontrary
contradiction
subalternation

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9
Q

Propositions that are neither
necessary true or false are said to
be

A

contingent

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10
Q

◦ They cannot be both true, but can
be both false.
◦ If a proposition is true, then the
other one should be false, but not
vice versa.

A

contrary

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11
Q

◦ They cannot be both false but
they can be both true.
◦ If one proposition is false, then
the other must be true, but not
vice versa.

A

subcontraries

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12
Q

They cannot be both true and
both false at the same time.
◦ If one is true, then the other is
false, and vice versa.

A

contradiction

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13
Q

Rule 1: if the universal is true, then
the particular is also true, but not
vice versa.
◦ Rule 2: if the particular is false, the
universal is false, but not vice versa

A

subalternating

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14
Q

Universal propositions (A,E) are
called as

A

superaltern

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15
Q

; particular
propositions (I,O) are called as

A

subaltern

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16
Q

If a proposition yields a truth value that goes over the rules provided in
the square of opposition, the truth value of the proposition is stated as

A

unknown

17
Q
A