Statements: All coins are round. No square object is round. Which conclusion follows?
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Coins are round, while square objects cannot be round.
Therefore, a coin cannot be square.
Practice HAT Analytical Reasoning questions with answers and explanations.
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Coins are round, while square objects cannot be round.
Therefore, a coin cannot be square.
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The two groups of writers mentioned could be different individuals.
An overlap between teachers and poets is possible but not necessary.
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The educated farmers cannot be illiterate.
Thus, some farmers are not illiterate.
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Every cup belongs to the container class.
Since containers are not edible, cups cannot be edible.
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The rusty metal objects may be different from the keys.
The premises do not establish a required overlap.
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The cars identified as electric do not use petrol.
Therefore, some cars do not use petrol.
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The officials identified as honest cannot be corrupt.
Therefore, some officials are not corrupt.
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Musicians are a subset of creative people.
Since creative people are not dull, musicians are not dull.
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The first person to Q's left is P.
The second person to Q's left is R.
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C occupies the seat immediately right of B.
If B is fifth, C is sixth.
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An exact opposite seat requires an even number of equally spaced positions.
A seven-seat circle has no diametrically opposite seat.
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The only seat next to P at the far left is position 2.
Because Q is not next to P, Q cannot sit second.