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C207 Task 1: Linear Regression Analysis on Nurse Attrition Rates - Passed

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C207 Task 1: Linear Regression Analysis on Nurse Attrition Rates - Passed




Data-Driven Decision Making C207

Task 1 Linear Regression Analysis



May 03, 2026




A. Summarize the Business Scenario


1




C207 Task 1: Linear Regression Analysis on Nurse Attrition Rates - Passed

, C207 Task 1: Linear Regression Analysis on Nurse Attrition Rates - Passed




A1. Describe a business question

A question that could answer the “Linear Regression Analysis” business scenario would

be, “Is there a significant relationship between the employee well-being program participation

rate and the nurse attrition rate? More so, the analysis is geared toward nurses' monthly

participation in the program to combat high turnover rates.

A2. State the Null Hypothesis

The null hypothesis for this linear regression analysis is “There is no significant

relationship between the employee well-being program participation rate and the nurse attrition

rate.”

A3. Why is Linear Regression the appropriate analysis technique

The linear regression technique is the appropriate analysis technique, along with the “null

hypothesis” in this business scenario, because the data contains one X independent variable and

one Y dependent variable, which are the program participation rate and the nurse attrition rate.

When nurses participate in the program, the attrition rate drops, reducing the turnover rate. The

linear regression analysis is the best technique because it allows you to forecast future

participation using the current data information.

Describe the Data Provided

B1. Independent Variable or Variables

• The program participation rate is the independent variable in this scenario. It is

seen along the X-axis and is represented in the form of percentages.

• The nurse attrition rate is represented on the Y-axis as the dependent variable

because it depends on whether nurses participate.


2


C207 Task 1: Linear Regression Analysis on Nurse Attrition Rates - Passed

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