In a health research, which of the following type of statistics is concerned with making predictions, inferences or generalizations about a population based on sample data?
Appeared in: MP NHM CHO-2024 (Shift-2)
Explanation
Inferential statistics is the branch of statistics that uses data from a sample to make predictions, inferences, or generalizations about a larger population.
It is based on the laws of probability and helps researchers determine if the results observed in a sample are likely to be true for the population or if they are simply due to chance.
This method is fundamental in research for testing hypotheses and drawing meaningful conclusions that can be applied more broadly.
Common examples of inferential statistical tests include t-tests, chi-square tests, and Analysis of Variance (ANOVA).
Why Other Options Were Wrong
Option B: Vital statistics are descriptive data for an entire population, not inferences from a sample. They track major life events like births, deaths, and marriages.
Option C: Descriptive statistics are used only to summarize and describe the characteristics of the data collected from a sample (e.g., mean, median, mode). They do not extend findings to a larger population.
Option D: Epidemiological statistics is a broad field of study that uses various statistical methods, including both descriptive and inferential statistics, to study disease patterns. It is an area of application, not the specific statistical method described in the question.
Related Visual
Visual 1: Diagram - A diagram illustrating the process of selecting a sample from a large population, collecting data from the sample, and then using inferential statistics to make a generalization back to the entire population. This visually separates the concept from descriptive statistics, which would only focus on the sample.
Clinical Relevance
Nursing practice connection: This is primarily an exam-oriented knowledge point with limited direct bedside application, so retain Types of Statistics in Research as background academic context rather than a clinical decision trigger.
Understanding inferential statistics is crucial for nurses to practice evidence-based care. It allows them to critically appraise research articles and determine if the findings are reliable and applicable to their patient population.
When a nurse reads a study stating a new wound care dressing reduces infection rates, it is inferential statistics that provide the evidence (e.g., a p-value less than 0.05) that this effect is not just a coincidence in the study sample but likely a real effect in the broader patient population.
What if a study only reports that in their sample of 100 patients, the average hospital stay was 5 days? This is descriptive. Without inferential statistics (like a comparison to a control group), a nurse cannot conclude if the treatment given to these patients was effective in reducing hospital stays for all similar patients.
How to Approach the Question
First, identify the key phrases in the question stem: 'making predictions, inferences or generalizations', 'about a population', and 'based on sample data'.
Recognize that this describes the core purpose of moving from a small, manageable group (sample) to a larger, entire group (population).
Evaluate each option based on this definition.
Recall that 'descriptive' statistics only describe the sample, while 'inferential' statistics make inferences about the population.
Eliminate 'vital statistics' as it deals with population-level life events, and 'epidemiological statistics' as it's a broad field of study, not a specific method.
Conclude that 'Inferential statistics' is the term that precisely matches the process described in the question.
Concept Tested & Keywords
Concept Tested: Types of Statistics in Research
Stem keywords: health research, statistics, predictions, inferences, generalizations, population, sample data
Lead-in keywords: which of the following
Negative lead-in flag: false
Question ID
QIAu_QXDcPDc5tsH39iJWM
Practise the full MP NHM CHO-2024 (Shift-2)
Attempt every question from this paper in a timed mock, then review the full solution for each one.