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
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similar
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self-evident truth requiring no proof
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gather into wrinkles or folds
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juicy
B
Correct answer
Explanation
An axiom is a statement or principle that is obviously true and requires no proof or demonstration. 'Self-evident truth requiring no proof' is the exact definition. Axioms are starting points for reasoning.
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logical formula consisting of a major premise, a minor premise and a conclusion
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study of artifacts and relics of early mankind
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mutually agreed on
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reddish
C
Correct answer
Explanation
Concerted means mutually agreed upon, arranged, or planned together; done in cooperation. Option A describes a syllogism in logic. Option B refers to archaeology. Option D ('reddish') describes a ruddy or coppery color.
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make valid
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withdrawal
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curving outward
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logically convincing
C
Correct answer
Explanation
Convex means curving outward or having a surface that curves outward like the exterior of a sphere. Option C is the correct geometric definition. The other options refer to validation, withdrawal, or logical persuasion - all unrelated to shape.
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DEDUCTIVE OR THEORETICAL
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INDUCTIVE
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NOT IMPORTANT
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WITH PRIORITY
A
Correct answer
Explanation
A priori refers to knowledge or reasoning that proceeds from theoretical deduction rather than empirical observation. It describes conclusions drawn from general principles or logic, not from experience. Inductive reasoning is the opposite approach (a posteriori).
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HYPOTHETICAL
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IMAGINARY
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INDUCTIVE OR EXPERIMENTAL
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OF NO SENSE
C
Correct answer
Explanation
A posteriori refers to knowledge derived from empirical observation and inductive reasoning - learning from experience and experimentation. It's the opposite of a priori (deductive reasoning). The other options either don't relate to this philosophical distinction or are incorrect.
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dilemma
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sure
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certain
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impossible
A
Correct answer
Explanation
Quandary refers to a state of perplexity or uncertainty over what to do in a difficult situation, making 'dilemma' the correct answer. Sure and certain are antonyms to quandary, while impossible doesn't capture the nuance of being torn between choices.
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in fact
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as a result
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according to
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inspite of
A
Correct answer
Explanation
De facto is Latin for 'in fact' or 'in reality,' referring to something that exists in practice even if not officially established, making 'in fact' the correct answer. The other options don't capture the 'in practice' meaning of de facto.
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perfect
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evil
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not important
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essential condition
D
Correct answer
Explanation
Sine qua non is Latin for 'without which not,' meaning an essential condition or prerequisite, making 'essential condition' the correct answer. Perfect and evil are unrelated, while 'not important' is the opposite of sine qua non.
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unpredictable
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dubious
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unchangeable
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debatable
C
Correct answer
Explanation
Immutable means unchangeable or permanent - not able to be altered. Option A (unpredictable) is unrelated - something immutable can be predictable. Options B and D (dubious, debatable) suggest uncertainty or questions, which is different from permanence. The word combines 'im-' (not) with 'mutable' (changeable).
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fradulent.
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pertaining to an incident
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proportional in amount.
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a self-contradictory and false proposition
D
Correct answer
Explanation
A paradox is a statement that appears self-contradictory but may reveal a deeper truth. Option D correctly identifies the self-contradictory nature. Options A, B, and C are unrelated words that might sound similar but have completely different meanings.
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perpetuous
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probable
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pessimistic
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positive
B
Correct answer
Explanation
Plausible means seeming reasonable or probable; credible. Option B is correct. Options A, C, and D are words starting with P or containing positive sounds, but none match the actual meaning of plausible.
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Statement coverage
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Pole Coverage
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Condition Coverage
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Path Coverage
B
Correct answer
Explanation
Statement, condition, and path coverage are standard white-box testing metrics. 'Pole coverage' is a fictitious term and not a form of logic coverage.
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if ((x < 3) && (y > 4))
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if (x < 3 y >= 4)
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if ((x < 3) || (y > = 4))
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if ((x > 3) || (y < = 4))
C
Correct answer
Explanation
The expression using the logical OR operator (||) matches the requirement "either x < 3 or y >= 4." The && version requires both, the malformed syntax lacks an operator, and the last option reverses the inequality, making them wrong.
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Natural Functions
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Conditions
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Values of a variable
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No such statement in Natural
B
Correct answer
Explanation
In Software AG's Natural programming language, the DECIDE FOR statement is specifically designed to evaluate multiple conditions and execute corresponding branches. The DECIDE ON statement, by contrast, is used to evaluate values of a single variable, making the conditions option correct.
B
Correct answer
Explanation
EXISTS is generally faster than IN for subquery performance, especially with large datasets. EXISTS stops processing as soon as it finds a match (short-circuit evaluation), while IN may evaluate the entire list. Additionally, EXISTS handles NULL values more predictably - IN can return unexpected results when the subquery contains NULLs. Note: 'EXIST' is not valid SQL syntax.