Reasoning
Logic and Fallacies
1,803 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
-
TRUE
-
FALSE
-
Can't Say
-
Not possible
A
Correct answer
Explanation
Correlation and causation are fundamentally different concepts. Correlation indicates that two variables change together, but does not prove that one variable causes the other to change. A correlation could be coincidental, or both variables might be caused by a third hidden variable (confounding factor). This is why 'Correlation doesn't mean causation' is a TRUE statement.
-
Prove
-
Deduct
-
Disagree
-
Debate
B
Correct answer
Explanation
To abate means to diminish, reduce, or deduct something - such as abating a nuisance, abating rent, or abating a tax. 'Deduct' is the closest synonym among the options. Prove, disagree, and debate are unrelated to the meaning of abate. The word comes from Old French 'abatre' meaning 'to beat down'.
-
Complimenting
-
Casual Statement
-
Multiple verbs
-
Repetition of meaning
D
Correct answer
Explanation
Tautology refers to the repetition of the same meaning using different words - a redundancy in expression. Saying 'free gift' or 'ATM machine' are common examples. It's a rhetorical device or logical error where the conclusion is already contained in the premise.
-
reasonable
-
unbelievable
-
problematic
-
costly
A
Correct answer
Explanation
'Plausible' means reasonable, believable, or credible - something that could be true or likely. Options B (unbelievable) and C (problematic) are opposites or unrelated, while D (costly) refers to expense not believability. A plausible excuse is one that seems reasonable.
-
INFINITE
-
FINISH
-
FINITE
-
FORUM
A
Correct answer
Explanation
'Infinite' means without limits, bounds, or endless - perfectly matching the definition. The prefix IN- means 'not' and 'finite' means 'limited', so 'infinite' means 'not limited'. Options B (FINISH), C (FINITE), and D (FORUM) don't match the definition.
-
By knowing the Cause we can conclude the Effect
-
By knowing the Effect we can arrive at the Casue
-
By knowing the Cause we cannot conclude the effect
-
By knowing the Effect we can never arrive at the Casue
-
None of these
-
Both A, D
-
Blue
-
Red
-
Yellow
-
Can not be determined
C
Correct answer
Explanation
The clear sky is blue. According to the code provided, 'red means blue', but 'blue means yellow'. In these puzzles, you look for the word that the actual color is called. Since blue is called yellow, yellow is the answer.
-
All green things are not edible.
-
Some green things are not edible.
-
None
-
Both
B
Correct answer
Explanation
From 'No tree is edible' and 'Some trees are green', we know that among green things (which include some trees), there exist some that are not edible (the trees, since no trees are edible). Therefore, some green things are not edible. Option A is incorrect because we only know that trees (which are green) are not edible, not that ALL green things are inedible.
-
Some colourful birds are small birds
-
All colourful birds are small birds.
-
None
-
Both
A
Correct answer
Explanation
From 'Some small birds live on honey' and 'All birds that live on honey are colourful', we know that those small birds that live on honey are also colourful (since all honey-living birds are colourful). Therefore, some colourful birds are small birds (specifically, the small birds that live on honey). Option B is incorrect because we only know that honey-living birds are colourful, not that ALL colourful birds are small.
-
uttering somthing
-
The process of branching
-
The reason behind something
-
none
B
Correct answer
Explanation
Ramification refers to the process of branching or developing consequences. It describes how one action or decision can lead to multiple outcomes or effects, like branches spreading from a central point.
-
Some green are white
-
No white are green
-
No green are white
-
None of the above
-
truth
-
direct
-
fictitious
-
example
C
Correct answer
Explanation
APOCRYPHAL means fictitious, of doubtful authenticity, or not genuine. It originally referred to texts not included in the official Bible canon. The correct answer is 'fictitious'. 'Truth' and 'direct' are opposites. 'Example' is unrelated to the meaning of doubtful authenticity.
-
Today is Sunday and Matt can play hockey.
-
If Matt plays hockey, then today is not Sunday.
-
Today is Sunday and Matt cannot play hockey.
-
Today is not Sunday if and only if Matt plays hockey.
B
Correct answer
Explanation
The contrapositive of 'If P then Q' is 'If not Q then not P,' and these are logically equivalent. Here P is 'today is Sunday' and Q is 'Matt cannot play hockey.' The contrapositive becomes 'If Matt CAN play hockey (not Q), then today is NOT Sunday (not P)' - option B. Option C merely restates the original. Options A and D are not equivalent.
-
To make predictions
-
It includes all other logics in it's theory
-
Both the above answers
-
Neither of the above answers
C
Correct answer
Explanation
Fuzzy logic is used because it can handle uncertainty and make predictions in real-world situations where binary logic fails, and its theoretical framework does encompass classical boolean logic as a special case. The extension principle shows how fuzzy logic extends boolean logic, making option C correct.
-
It's a superset of fuzzy logic
-
It's a subset of fuzzy logic
-
It's totally unrelated
-
They are identical
B
Correct answer
Explanation
According to the extension principle in fuzzy logic, boolean logic is a special case or subset of fuzzy logic. When fuzzy membership values are restricted to only 0 and 1, fuzzy logic behaves exactly like boolean logic, making boolean logic a subset of the more general fuzzy logic framework.