GAT General MCQs

Prepare for GAT General with verbal, quantitative & analytical reasoning MCQs

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Showing 1,102 MCQs in GAT General
Analytical Reasoning
A. Guns are dangerous
B. Other factors like poverty also cause crime
C. Crime is bad
D. More guns means more access
Answer: If poverty and other factors also cause crime, gun ownership may not be the primary cause.
Analytical Reasoning
A. P is definitely true
B. P is definitely false
C. P may be true or false
D. P is unknown but likely true
Answer: S being true doesn\'t prove P is true. The chain could have been triggered by other causes.
Analytical Reasoning
A. D implies A
B. A implies D
C. C implies A
D. B implies D
Answer: By transitivity, A→B→C→D means A implies D.
Analytical Reasoning
A. Social media harms mental health
B. Minors are vulnerable
C. Banning is effective
D. All of the above
Answer: The argument requires all these assumptions: harm exists, minors are affected, and bans work.
Analytical Reasoning
A. Q is true
B. Contradiction
C. P is false
D. R is false
Answer: P→Q means Q is true. R→¬Q means Q is false. Both P and R true creates a contradiction.
Analytical Reasoning
A. Some D are C
B. No D are C
C. All D are C
D. Some C are D
Answer: No A are B and all B are C means no A are C. Since some D are A, no D that are A are C.
Analytical Reasoning
A. Bicycle Z is a car
B. Bicycle Z might be a car
C. Bicycle Z is not a car
D. All wheeled things are cars
Answer: While cars have wheels, bicycles are not cars. Having wheels is not sufficient for being a car.
Analytical Reasoning
A. Exercise increases blood flow
B. Blood flow improves memory
C. Memory improvement is measurable
D. All of the above
Answer: For the causal claim to work, all these assumptions must be true.
Analytical Reasoning
A. All students studied
B. Some students studied
C. No students failed
D. Both B and C
Answer: Since some passed and all who passed studied, some studied. And since no one who studied failed, some didn\'t fail.
Analytical Reasoning
A. A
B. B
C. C
D. Cannot be determined
Answer: A=B in height, C>A, so C is taller than both A and B, making C tallest.
Analytical Reasoning
A. Education reduces poverty
B. We should invest in schools
C. Poverty is bad
D. Schools provide education
Answer: The recommendation to invest in schools is the conclusion supported by the premise.
Analytical Reasoning
A. R is true
B. R is false
C. R is unknown
D. R contradicts
Answer: The truth values of P and Q tell us nothing about R.
Analytical Reasoning
A. Degrees indicate qualification
B. All degrees are equal
C. This person studied hard
D. Degrees are necessary
Answer: The argument assumes that having a degree automatically indicates qualification.
Analytical Reasoning
A. Some D are C
B. No D are C
C. Some A are C
D. All D are C
Answer: Since no B are C and some A are D where all A are B, no D that are A can be C.
Analytical Reasoning
A. A is true
B. B is true
C. A is false
D. All of A, B, C are true
Answer: If D is false, by modus tollens backwards, C is false, B is false, and A is false.
Analytical Reasoning
A. Nothing new follows
B. P is false
C. Q is false
D. Both are false
Answer: If P implies Q and both are true, this is consistent with the implication.
Analytical Reasoning
A. Remote work makes employees happier
B. Happier employees are more productive
C. Productivity can be measured
D. All of the above
Answer: The argument requires all these assumptions for the causal chain to hold.
Analytical Reasoning
A. People spend more when they have more money
B. Some people save tax cuts instead of spending
C. Economic stimulation is good
D. Tax cuts reduce government revenue
Answer: If people save rather than spend tax cuts, the economic stimulation effect is weakened.
Analytical Reasoning
A. All fruits grow on plants
B. Some fruits grow on plants
C. No fruits grow on plants
D. All plant-grown things are fruits
Answer: Since some fruits are berries and all berries grow on plants, some fruits grow on plants.
Analytical Reasoning
A. Some Z are Y
B. No Z are W
C. All X are W
D. Some V are not Y
Answer: If (1) All X are Y and (2) Some Z are X, then by syllogism, some Z are Y.