HSSC Staff Nurse - 2015
Reasoning
Medium

Complete the series-50, 40, 30......, 10?

Appeared in: HSSC Staff Nurse - 2015

Explanation

  • The question presents a number series where each number decreases by a constant amount.
  • The pattern is an arithmetic progression with a common difference of -10 (each number is 10 less than the previous one).
  • Starting from 30, the next term is calculated by subtracting 10, which gives 20.
  • This is confirmed by the subsequent term, as 20 minus 10 equals 10, the final number in the series.

Why Other Options Were Wrong

  • Option A: The number 30 is the term immediately preceding the missing number in the series, not the missing number itself.
  • Option C: Selecting 25 would imply a difference of -5 from the previous term (30 - 5 = 25), which is inconsistent with the established pattern of subtracting 10.
  • Option D: The number 60 is greater than the starting number of the series. The series is clearly in a decreasing order, so an increasing number is incorrect.

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 Arithmetic Progression in Number Series as background academic context rather than a clinical decision trigger.
  • This question assesses logical reasoning and pattern recognition, which are fundamental cognitive skills.
  • While not a clinical question, these skills are crucial for nurses in tasks like interpreting trends in vital signs, calculating medication dosages, and identifying changes in a patient's condition over time.
  • What if the series was 50, 40, 31, 23...? The pattern would no longer be a simple arithmetic progression. One would need to look for a different pattern, such as subtracting increasing numbers (e.g., -10, -9, -8), requiring more complex analytical skills.
How to Approach the Question
  • First, carefully observe the sequence of numbers provided: 50, 40, 30, ..., 10.
  • Calculate the difference between the first two consecutive terms: 40 - 50 = -10.
  • Calculate the difference between the next pair of consecutive terms to confirm the pattern: 30 - 40 = -10.
  • Identify the rule governing the series. In this case, each term is obtained by subtracting 10 from the previous term.
  • Apply this rule to the last known term before the blank space: 30 - 10 = 20.
  • Verify your answer by applying the rule one more time to see if it results in the next number in the series: 20 - 10 = 10. This matches, confirming 20 is the correct missing term.
Concept Tested & Keywords
  • Concept Tested: Arithmetic Progression in Number Series
  • Stem keywords: Complete the series, 50, 40, 30, 10
  • Lead-in keywords: Complete
  • Negative lead-in flag: false

Question ID

Qx6YHhsJJLRqbLUv7MvvVs

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