Reasoning
Logic and Fallacies
1,716 Questions
Understand the fundamentals of propositional logic, logical inference rules, and paradoxes. This set includes identifying logical fallacies, including those found in classical Nyaya logic. Strong grasp of these concepts is crucial for scoring well in the reasoning sections of competitive tests.
Propositional logic modelsLogical inference rulesTypes of logical fallaciesParadoxes and contingent truthsNyaya logic concepts
Logic and Fallacies Questions
What are the four types of fallacies in Nyaya?
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Formal fallacies, informal fallacies, material fallacies, and verbal fallacies
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Deductive fallacies, inductive fallacies, abductive fallacies, and syllogistic fallacies
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Categorical fallacies, hypothetical fallacies, disjunctive fallacies, and syllogistic fallacies
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Affirmative fallacies, negative fallacies, universal fallacies, and particular fallacies
A
Correct answer
Explanation
The four types of fallacies in Nyaya are formal fallacies, informal fallacies, material fallacies, and verbal fallacies.
What is the logical relationship between obligation and permission?
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Contraries
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Contradictories
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Subcontraries
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Equivalents
A
Correct answer
Explanation
Obligation and permission are contraries, meaning that they cannot both be true of the same action at the same time, but both can be false.
What is the logical relationship between obligation and prohibition?
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Contraries
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Contradictories
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Subcontraries
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Equivalents
B
Correct answer
Explanation
Obligation and prohibition are contradictories, meaning that they cannot both be true of the same action at the same time, and they cannot both be false.
What is the logical relationship between permission and prohibition?
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Contraries
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Contradictories
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Subcontraries
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Equivalents
C
Correct answer
Explanation
Permission and prohibition are subcontraries, meaning that they cannot both be true of the same action at the same time, but they can both be false.
What is the most common type of normative reasoning?
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Deductive reasoning
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Inductive reasoning
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Abductive reasoning
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Analogical reasoning
A
Correct answer
Explanation
Deductive reasoning is the most common type of normative reasoning, in which a conclusion is derived from a set of premises that are assumed to be true.
What is the fallacy of affirming the consequent?
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Assuming that the conclusion of an argument is true because the premises are true.
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Assuming that the premises of an argument are true because the conclusion is true.
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Assuming that a necessary condition is also a sufficient condition.
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Assuming that a sufficient condition is also a necessary condition.
B
Correct answer
Explanation
The fallacy of affirming the consequent is assuming that the premises of an argument are true because the conclusion is true, which is a logical fallacy.
What is the fallacy of denying the antecedent?
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Assuming that the conclusion of an argument is true because the premises are true.
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Assuming that the premises of an argument are true because the conclusion is true.
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Assuming that a necessary condition is also a sufficient condition.
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Assuming that a sufficient condition is also a necessary condition.
Correct answer
Explanation
The fallacy of denying the antecedent is assuming that the conclusion of an argument is false because the premises are false, which is a logical fallacy.
Which of the following is an example of a statement that is true according to the correspondence theory of truth?
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The sun is a star.
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The sky is blue.
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Two plus two equals four.
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All dogs are mammals.
A
Correct answer
Explanation
The statement "The sun is a star" is true according to the correspondence theory of truth because it accurately describes the way things are in the world. The sun is a large, hot ball of gas that emits light and heat.
Which of the following is an example of a statement that is false according to the correspondence theory of truth?
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The earth is flat.
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The moon is made of cheese.
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Unicorns exist.
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All cats are carnivores.
A
Correct answer
Explanation
The statement "The earth is flat" is false according to the correspondence theory of truth because it does not accurately describe the way things are in the world. The earth is actually a sphere.
What is the term used for analogical reasoning in Islamic jurisprudence?
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Ijma
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Qiyas
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Ijtihad
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Taqlid
B
Correct answer
Explanation
Qiyas is the process of analogical reasoning in Islamic jurisprudence, where a new legal ruling is derived from an existing ruling based on their similarities.
Which of the following is a deductive reasoning task?
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Solving a crossword puzzle
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Making a generalization from a set of observations
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Drawing a conclusion from a set of premises
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Estimating the probability of an event
C
Correct answer
Explanation
Deductive reasoning is a type of logical reasoning in which a conclusion is drawn from a set of premises. In a deductive reasoning task, the conclusion is guaranteed to be true if the premises are true.
Which of the following is an inductive reasoning task?
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Solving a mathematical equation
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Making a generalization from a set of observations
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Drawing a conclusion from a set of premises
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Estimating the probability of an event
B
Correct answer
Explanation
Inductive reasoning is a type of logical reasoning in which a conclusion is drawn from a set of observations. In an inductive reasoning task, the conclusion is not guaranteed to be true, but it is supported by the evidence.
Which of the following is a propositional logic connective?
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And
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Or
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Not
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All of the above
D
Correct answer
Explanation
Propositional logic connectives are symbols that are used to connect propositions. The most common propositional logic connectives are and, or, and not.
Which of the following is a first-order logic quantifier?
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For all
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There exists
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Both of the above
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None of the above
C
Correct answer
Explanation
First-order logic quantifiers are symbols that are used to quantify variables. The most common first-order logic quantifiers are for all and there exists.
Which of the following is a mathematical model of deductive reasoning?
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Syllogistic logic
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Propositional logic
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First-order logic
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All of the above
D
Correct answer
Explanation
Syllogistic logic, propositional logic, and first-order logic are all mathematical models of deductive reasoning.