GAT General
GAT General preparation MCQs covering verbal, quantitative and analytical reasoning.
3
Chapters
1,102
Total MCQs
Analytical Reasoning
Practice analytical reasoning MCQs covering logic, problem-solving and critical thinking.
Answer: A∧B→C and C is false means A∧B is false. Since B is true, A must be false. Similarly, A∧D→E and E is false with D true also means A is false.
Answer: We can only conclude that some developing countries may grow economically.
Answer: For the argument to hold, all these assumptions must be true.
Answer: Q∧R→S and S is false means Q∧R is false. Since Q is true, R must be false.
Answer: We can only conclude that some artists may drive innovation.
Answer: If battery production has carbon costs, EVs may not reduce overall carbon footprints as much as claimed.
Answer: A∧B→C and both true means C true. A is already given as true.
Answer: All island nations depend on imports, which require shipping, which affects the environment.
Answer: The recommendation to invest in renewables is the conclusion supported by the premises.
Answer: By modus tollens backwards, T false means S false, R false, Q false.
Answer: If P→Q→R→P forms a cycle, all must have the same truth value. If only one is true, contradiction. So none can be true.
Answer: If A is opposite C in a circle, C is directly across from A.
Answer: For the conclusion to follow, efficiency must determine hiring and most jobs must be automatable.
Answer: Without knowing which 3 are true, we cannot determine the truth values of individual statements.
Answer: R being true doesn\'t determine P or Q. They could be true or false independently.
Answer: The recommendation to embrace remote work is the final conclusion.
Answer: Equivalence means all must have the same truth value. Having exactly 2 true is impossible.
Answer: There\'s no logical connection between A and F through the given chain.
Answer: If UBI causes inflation, the real value of money may not increase, weakening the poverty reduction claim.
Answer: If P is true and they form a cycle, all must be true by modus ponens.