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Logical Deductions MCQs for MDCAT Practice

Logical Reasoning section, Logical Deductions chapter. Up to eight free sample questions, each with the correct answer and a worked explanation. The full chapter opens in the app.

The bank has 293 active questions on this chapter. Your first 500 practice attempts are free, and every attempt includes a worked explanation.

  1. Question 1
    The set of all real numbers under the usual multiplication operation is not a group because?
    • zero has no inverse. (correct answer)
    • Identity element does not exist.
    • Multiplication is not associative.
    • Both A and B.
    Correct answer: A
    The set of real numbers under multiplication fails to form a group primarily because zero lacks a multiplicative inverse, violating a core group axiom.
  2. Question 2
    Statements: All boys are honest. Sachin is honest. Conclusions: 1. Sachin is a boy. 2. All honest persons are boys.
    • Only conclusion I follows
    • Only conclusion II follows
    • Either I or II follows
    • Neither I nor II follows (correct answer)
    Correct answer: D
    This question tests the understanding of logical fallacies, specifically the fallacy of the undistributed middle and affirming the consequent in syllogistic reasoning.
  3. Question 3
    Fact-Checking.Fact 1: Pictures can tell a story.Fact 2: All storybooks have a picture. Fact 3: Some storybooks have words. If the above three statements are facts, then which of the following statement will also be a fact?I. Pictures can tell a story better than words can. II. The stories in storybooks are simple.Ill. Some storybooks have both pictures and words.
    • Only I
    • Only II
    • Only III (correct answer)
    • None of them is a fact
    Correct answer: C
    This question tests deductive reasoning, specifically the ability to derive a necessary conclusion from given premises about storybooks, pictures, and words.
  4. Question 4
    The use of aversive conditioning techniques is ethically justified in treating certain psychological disorders:
    • Disagree
    • Slightly disagree (correct answer)
    • Neutral
    • Slightly agree
    • Agree
    Correct answer: B
    Aversive conditioning has limited but narrow clinical use; strong ethical concerns outweigh broad justification, making 'slightly disagree' the most defensible stance.
  5. Question 5
    Statements: All chocolates are tasty. No tasty thing is healthy. Conclusions: I. No chocolate is healthy. II. Some tasty things are healthy.
    • Only I (correct answer)
    • Only II
    • Both
    • Neither I nor II
    Correct answer: A
    This question tests the ability to deduce logical conclusions from given categorical syllogisms, emphasizing the exclusion principle derived from universal negative statements.
  6. Question 6
    If all roses are flowers and some flowers fade quickly, which of the following is correct?
    • All roses fade quickly
    • Some roses fade quickly
    • Some flowers may not be roses (correct answer)
    • No rose fades quickly
    Correct answer: C
    This question tests understanding of syllogistic reasoning and the scope of quantifiers ('all', 'some').
  7. Question 7
    Statements: l. All cups are pencils.II. Some pencils are pens.Conclusions: I. Some pencils are cups. II. No pencils are cups. III. Some cups are pens.
    • Only conclusion (I) follows (correct answer)
    • Only conclusion (II) follows
    • Both I and III follow
    • Neither conclusion follows
    Correct answer: A
    This question tests understanding of categorical syllogisms, specifically the conversion of universal affirmative statements and the fallacy of the undistributed middle.
  8. Question 8
    Statement 1: John runs faster than George. Statement 2: Tom runs faster than John. Statement 3: George runs faster than Tom. If 1 and 2 are true, statement 3 is:
    • True
    • False (correct answer)
    • Uncertain
    • None of the above
    Correct answer: B
    This question tests deductive reasoning by analyzing comparative statements to determine the truth value of a subsequent statement.

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