RML 2023
Reasoning
Medium

Look at the series 58, 52, 46, 40, 34... What number should come next?

Appeared in: RML 2023

Explanation

  • The question presents a sequence of numbers and asks for the next term in the sequence.
  • By observing the difference between consecutive terms (58 - 52 = 6, 52 - 46 = 6), it's clear the series follows a pattern of subtracting 6 from the preceding number.
  • Applying this rule to the last term, 34, gives the next number: 34 - 6 = 28.

Why Other Options Were Wrong

  • Option A: This is incorrect. Subtracting 6 from 34 gives 28. The number 26 would be the term after 28 (28 - 6 = 22), not the one immediately following 34.
  • Option C: This is incorrect. This would imply a subtraction of 4 from the last term (34 - 4 = 30), which breaks the established and consistent pattern of subtracting 6.
  • Option D: This is incorrect. This would imply a subtraction of 2 from the last term (34 - 2 = 32), which is inconsistent with the series' constant difference of 6.

Related Visual

Visual explanation — Related Visual
Clinical Relevance
  • Nursing practice connection: This is primarily an exam-oriented knowledge point with limited direct bedside application, so retain Number Series and Arithmetic Progression as background academic context rather than a clinical decision trigger.
  • While not a clinical question, this type of logical reasoning is a foundational skill for nurses and other healthcare professionals.
  • Problem-solving skills are crucial in clinical settings for tasks like calculating drug dosages, interpreting trends in vital signs, and making quick, logical decisions under pressure.
  • What if the series was ascending? If the series was 34, 40, 46, 52, 58..., the rule would be to add 6, and the next number would be 58 + 6 = 64.
How to Approach the Question
  • First, carefully examine the given sequence of numbers: 58, 52, 46, 40, 34.
  • Calculate the difference between the first two numbers (58 - 52 = 6) and then between the next pair (52 - 46 = 6).
  • Confirm if this difference is consistent throughout the series. Here, each number is 6 less than the previous one.
  • Identify this consistent operation as the rule of the series (subtract 6).
  • Apply this rule to the last number in the series (34) to find the next term: 34 - 6.
  • Select the option that matches your calculated result (28).
Concept Tested & Keywords
  • Concept Tested: Number Series and Arithmetic Progression
  • Stem keywords: series, 58, 52, 46, 40, 34
  • Lead-in keywords: What number should come next

Question ID

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