NTS Preparation MCQs
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in GAT General
Answer: Since some countries have universal healthcare and all such countries have healthier populations, some countries have healthier populations.
Answer: A balanced argument acknowledging both risk and necessity is stronger than extremes.
Answer: By modus tollens backwards, ¬R implies ¬Q, and ¬Q implies ¬P.
Answer: Since some flowers are roses and all flowers need water and all plants need sunlight, all roses need both.
525
Which weakens? \'Minimum wage increases cause unemployment because businesses hire fewer workers.\'
Answer: If businesses absorb cost increases rather than cutting jobs, the unemployment claim is weakened.
Answer: The argument requires all these assumptions for the conclusion to follow.
Answer: If A is sufficient for C and C is true, A must be true.
Answer: The argument requires all these assumptions for the prediction to be valid.
Answer: Having a degree is necessary but not sufficient for being a doctor or lawyer.
Answer: We can only conclude that some reptiles may be dangerous.
531
Some fruits are citrus. All citrus contains vitamin C. No vitamin C source is harmful. Therefore:
Answer: Since all citrus contains vitamin C and no vitamin C source is harmful, some citrus is harmless.
Answer: Since fiction requires imagination and math doesn\'t, no fiction is math. And since some books are fiction, some books are not math.
Answer: Assuming one exception leads to everyone wanting exceptions is a slippery slope.
Answer: We can only conclude that some engineers may be good at logic.
Answer: By modus tollens backwards, if E is false, then D, C, B, and A must all be false.
Answer: If P→Q and only one is true, P cannot be true (otherwise Q would also be true, violating the one-true condition).
Answer: If A∨B is true but A∧B is false, they can\'t both be true. Since A is true, B must be false.
Answer: For the argument to work, all these assumptions must hold.
Answer: If test performance measures cognitive function, this strengthens the causal claim.
Answer: If A∧B→C and C is false while A is true, B must be false.