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Philosophy · all questions

Basic Logic Concepts in Philosophy
practice.

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What is said to be the building blocks of our reasoning?

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What do you mean by a term which is undistributed?

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The subaltern of the proposition 'Some scientists are mathematicians' are

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Validity and invalidity deals with
1. Arguments
2. Deductieve Arguments
3. Inductive Arguments
4. Statements
Select the correct answer:

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If the argument is valid and its premises are true

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Which type of logic proves the conclusion with conclusive evidence

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The contrary of the proposition "All men are mortal" is

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Match the following:
List-I List-II
a. Universal Affirmative 1. Some men are wise
b. Universal Negative 2. Some students are not voters
c. Particular Affirmative 3. No men are immortal
d. Particular Negative 4. All men are mortal

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In the context of traditional square of opposition of proposition. Match List-I with List-Il and select the correct answer:
List-I List-II
a. If 'I' is false 1. 'E' is undetermined
b. If 'O' is true 2. 'I' is undetermined
c. If 'I' is true 3. 'O' is undetermined
d. If 'A' is false 4. 'A' is false

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Some S is P' is a kind of

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The obversion of the proposition "All leaves are green" is

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The content of an argument is . . . . . . . . and the order in which the content is arranged is . . . . . . . .

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If O proposition is given as false the corresponding A, E and I will be

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Given that E and A, are similar In quantity, what makes both quantitatively similar

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The kind of inference in which "there is a change in the quality of the given proposition, while its meaning remains unchanged" is called

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Two given categorical proposition are opposite if they are different in

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If 'Some saints were martyrs' is true, what may be inferred about the truth or falsehood of the following proposition?
1. All non-martyrs were non-saints
2. All non saints were martyrs
Out of these statements

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Which of the following is a correct statement in the light of truth and validity?

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The quality of any standard form categorical proposition determines

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The set of proposition that have both universal affirmative and unrversal negative come under the same domain.

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