DSSSB - 29 August 2019 (Shift-1)
Nursing Research & Statistics
Hard

The following line graph shows the temperature recorded at different time intervals in a day. What is the highest percentage increase recorded?
https://storage.googleapis.com/nprep-f64b1.firebasestorage.app/admin/1762323703697_img-8.jpeg

Appeared in: DSSSB - 29 August 2019 (Shift-1)

Explanation

  • The question asks for the highest percentage increase between consecutive time intervals shown on the line graph.
  • To solve this, one must calculate the percentage increase for each interval using the formula: [(New Value - Old Value) / Old Value] × 100.
  • The data points are: 9 AM (35°C), 10 AM (36°C), 11 AM (39°C), 12 PM (42°C), and 1 PM (45°C).
  • The increase from 10:00 AM (36°C) to 11:00 AM (39°C) is 3°C.
  • The percentage increase for this interval is (3 / 36) × 100 = 8.33%.
  • Comparing this with the percentage increases of other intervals (2.86%, 7.69%, and 7.14%), 8.33% is the highest.

Why Other Options Were Wrong

  • Option A: This value is not derived from any of the interval calculations. For example, an increase of 10.5% from 35°C would be 38.675°C, not 36°C.
  • Option C: This value is not obtained from any of the interval calculations. The closest calculation is 7.69% for the 11 AM to 12 PM interval.
  • Option D: This value is not obtained from any of the interval calculations. The closest calculation is 7.14% for the 12 PM to 1 PM interval.

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 Calculating the highest percentage increase from data presented in a line graph as background academic context rather than a clinical decision trigger.
  • Understanding percentage change is crucial in nursing for monitoring patient progress. For example, calculating the percentage of weight loss in a patient with cachexia or the percentage reduction in a wound's surface area.
  • It is also used to assess the response to treatment, such as the percentage decrease in tumor size or the percentage change in lab values like creatinine or liver enzymes.
  • What if? If the temperature at 10:00 AM was 35.5°C instead of 36°C, the increase to 39°C at 11:00 AM would be [(39 - 35.5) / 35.5] * 100 = 9.86%, which would then be the highest percentage increase.
How to Approach the Question
  • First, carefully read the question to understand that you need to find the 'highest percentage increase', not the highest absolute increase.
  • Next, extract the data points for each time interval from the line graph. Write them down to avoid errors: (9 AM, 35), (10 AM, 36), (11 AM, 39), (12 PM, 42), (1 PM, 45).
  • Recall the formula for percentage increase: [(New Value - Old Value) / Old Value] × 100.
  • Systematically apply this formula to each consecutive pair of data points.
  • Calculate the result for each interval: 9-10 AM, 10-11 AM, 11 AM-12 PM, and 12-1 PM.
  • Compare the calculated percentages and identify the largest value. Match this value to the given options.
Concept Tested & Keywords
  • Concept Tested: Calculating the highest percentage increase from data presented in a line graph.
  • Stem keywords: line graph, temperature, time intervals, highest percentage increase
  • Lead-in keywords: What is

Question ID

QDNWPCLNG7P0-qopfkN17

Reference Book

E6 NursingResearch Sukhpal Kaur pp. 428-430, 432-434

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