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You will present a research question which you will address using a multi-variate data set and appropriate multivariate statistical techniques

Assignment Brief

Use minitab 18 for analysing data 
You will present a research question which you will address using a multi-variate data set and appropriate multivariate statistical techniques. You will have to:-

  • Identify appropriate hypothesis/hypotheses to test
  • Devise an appropriate sampling framework and select the sub-set of data to be analysed (the sub-set will be listed in an appendix)
  • Briefly describe patterns associated with the data set by using appropriate figures
  • Analyse the data by using appropriate statistical tests. Consider all tests from Level 5 and include at least one multivariate test.
  • Interpret the results of the statistical techniques

What This Assignment Is About

This assignment is focused on analysing a multivariate dataset using Minitab 18 (a statistical software). You will choose a research question and use different statistical methods to study the data, identify patterns, and test your ideas. You will need to use at least one multivariate statistical test, along with other techniques from previous learning (Level 5).

Key Steps You Must Complete

1. Choose a Research Question

Start by thinking of a question you want to answer using your dataset. The question should involve more than one variable (multivariate).
Example:
"Is there a relationship between students’ study time, sleep hours, and exam scores?"

This question involves three variables, so it is suitable for multivariate analysis.

2. Set Hypotheses

Write a null hypothesis (H₀) and an alternative hypothesis (H₁).

  • The null hypothesis usually says there is no effect or relationship.

  • The alternative hypothesis says there is an effect or relationship.

Example:
H₀: There is no relationship between study time, sleep hours, and exam scores.
H₁: There is a relationship between study time, sleep hours, and exam scores.

3. Choose a Sampling Framework

You must explain how you will select your data for analysis. This means deciding which part (or sub-set) of the full dataset you will use.
Explain your method:

  • Will it be random sampling?

  • Are you choosing data for a specific group (e.g. age, gender, time period)?

List your final chosen sub-set of data in the appendix.

4. Show Patterns in the Data

Before testing, explore and describe the data:

  • Use charts, graphs or tables (e.g. histograms, scatter plots, box plots)

  • Mention any patterns, trends, or outliers

  • Describe the data clearly and simply

Sample Answer

Analysis of Factors Affecting Employee Performance Using Minitab 18

1. Research Question and Hypotheses

Research Question:
What combination of training hours, years of experience, and job satisfaction levels predict employee performance score?

Hypotheses:

  • H₀: None of the predictors (training hours, experience, satisfaction) are significantly associated with performance.

  • H₁: At least one predictor is significantly associated with performance.

  • Specific:

    • H₀₁: Training hours have no effect on performance.

    • H₀₂: Years of experience have no effect on performance.

    • H₀₃: Job satisfaction score has no effect on performance.

2. Sampling Framework

Dataset Source: Company-wide employee survey (n = 300)

Sampling Method:

  • Stratified random sampling by department.

  • From each department, 30 employees randomly selected, totalling n = 150.

Sub-set Variables (see Appendix A):

  • Employee ID

  • Performance Score (continuous; 0–100 scale)

  • Training Hours (hours per year)

  • Years of Experience

  • Job Satisfaction (Likert 1–5)

  • Department Code

3. Descriptive Patterns (Visual Summary)

In Minitab:

  • Histograms for each variable.

  • Scatterplots:

    • Training Hours vs Performance

    • Experience vs Performance

    • Satisfaction vs Performance

Figures show positive trends: more training, experience, and satisfaction lead to better performance.

4. Statistical Testing

4.1 Level‑5 Tests

  • Correlation Analysis: Pearson’s r between each predictor and performance.

  • Multiple Linear Regression: Predicting Performance Score using all three predictors.

    • Evaluate R², p-values, coefficients.

  • Multivariate Test: Multivariate Analysis of Variance (MANOVA) to compare performance across departments (with predictors).

5. Minitab Analysis and Interpretation

5.1 Correlation Results

  • Training hours and performance: r = 0.45, p < 0.001

  • Experience and performance: r = 0.30, p = 0.002

  • Satisfaction and performance: r = 0.55, p < 0.001
    All predictors significantly positively correlated.

5.2 Multiple Regression Output

  • Regression equation:
    Performance = 20 + 0.5*(Training) + 0.3*(Experience) + 5*(Satisfaction)

  • R² = 0.48 (model explains 48% of variation in performance)

  • All predictor p-values < 0.05, so each contributes significantly.

5.3 MANOVA Results

  • Tested performance and satisfaction across 5 departments

  • Wilks’ Lambda significant (p = 0.01), indicating departmental differences in combined outcomes

Continued...


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