What is the 95-percent confidence interval for the population post-operative infection rate based on a sample of cases?

Prepare for the Certified Health Data Analyst Exam. Access flashcards and multiple choice questions with detailed explanations. Boost your test readiness today!

The 95-percent confidence interval for the population post-operative infection rate is calculated based on statistical methodologies that estimate the range in which the true population parameter is likely to fall. This interval is derived from sample data, incorporating aspects such as the sample mean, the variability observed in the sample (often quantified by standard deviation), and the sample size.

In this case, the interval of (0.3 percent, 5.7 percent) suggests a fairly wide range of possible infection rates, indicating a level of uncertainty typical with sample estimates. A narrow confidence interval would imply more precision, while a wider interval reflects greater variability within the sample data or a smaller sample size. The selected interval is reasonable considering the natural variation that can occur in post-operative infection rates due to numerous factors, such as patient demographics, surgical techniques, and infection control practices.

Understanding the implications of a 95-percent confidence interval is critical in health data analytics. It provides healthcare providers and policy makers with a reliable range to understand the potential risk of outcomes like post-operative infections, allowing for informed decision-making and resource allocation. A confidence interval that falls too far outside of reasonable clinical expectations might suggest issues with the data or sampling methodology, but the chosen answer provides a plausible estimate for a clinical

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy