Performance Management Systems

Chapter 12
People Analytics and Managerial Decision-Making

Post Graduate Program in Human Resource Management
Performance Management Systems   •   Post Graduate

People Analytics and Managerial Decision-Making

Introduction

Performance management has moved from an annual administrative exercise toward a continuous, evidence-informed management process. Organizations now collect data from goal systems, project platforms, learning systems, employee surveys, workforce planning tools, customer systems and collaboration technologies. People analytics uses these data to describe what is happening, investigate why patterns may exist, estimate what may happen next and support better decisions.

Analytics, however, does not replace managerial judgement. A dashboard can reveal that one department has lower goal attainment, but it cannot by itself establish that the department's manager caused the result. A predictive model can identify employees with a higher probability of leaving, but it cannot justify intrusive surveillance or automatic adverse action. The central professional challenge is therefore to combine analytical discipline with contextual understanding, ethical safeguards and sound performance-management practice.

This chapter develops a framework for building dashboards and analysing distributions, trends, productivity, goal attainment and performance drivers. It distinguishes descriptive, diagnostic and predictive analytics, explains appropriate statistical measures, and emphasizes the difference between association and causation.

Learning Objectives

By the end of this chapter, the reader should be able to:

  1. Explain the role and scope of people analytics in performance management.
  2. Design a decision-oriented performance dashboard.
  3. Analyse distributions, trends, productivity and goal attainment using appropriate measures.
  4. Distinguish descriptive, diagnostic and predictive analytics.
  5. Interpret performance drivers without making invalid causal claims.
  6. Evaluate data quality, fairness, privacy and governance risks.
  7. Translate analytical findings into responsible managerial action.

1. The Meaning and Scope of People Analytics

People analytics is the systematic use of workforce data, statistical reasoning and organizational knowledge to improve decisions affecting people and organizational performance. It includes data preparation, measurement, visualization, statistical analysis, interpretation and action.

A useful distinction is between four analytical questions:

Analytical levelCentral questionTypical output
DescriptiveWhat happened?Summary statistics and dashboards
DiagnosticWhat factors are associated with it?Segmentation and driver analysis
PredictiveWhat is likely to happen?Forecasts and risk estimates
PrescriptiveWhat action might improve the outcome?Recommendations or decision rules

These levels are related but not interchangeable. Predictive accuracy does not prove causation, and a diagnostic association does not automatically prescribe an intervention. Prescriptive recommendations require assumptions about feasible actions, likely consequences, costs and ethical acceptability.

In performance management, analytics may support:

  • calibration of ratings and identification of rating patterns;
  • monitoring of goal progress and completion;
  • analysis of productivity and workload;
  • evaluation of coaching, learning and development activity;
  • identification of capability gaps;
  • workforce planning and succession decisions;
  • detection of adverse impact or unequal access to opportunities; and
  • evaluation of whether performance processes are functioning as intended.

The unit of analysis must be made explicit. A record may represent an employee, a goal, a project, a team-month or a customer interaction. Mixing these units can produce misleading results. For example, averaging employee-level scores after weighting employees unequally by the number of goals can change the meaning of the reported average.

2. Measurement Architecture: From Strategy to Data

A credible dashboard begins with a measurement architecture rather than a collection of attractive charts. The architecture connects strategic outcomes to managerial levers and observable indicators.

A practical chain is:

Strategic objective → performance outcome → operational indicator → data source → decision → review.

For example, a strategic objective of improving customer retention may be linked to service-quality outcomes, indicators such as resolved cases and customer satisfaction, data from service and survey systems, and decisions about staffing, training or process redesign.

2.1 Measures, metrics and indicators

A measure is an observed quantity. A metric is a measure interpreted for a defined purpose, often with a denominator, time period or comparison group. An indicator signals a condition requiring attention. The same variable can function differently depending on its use.

Important measurement questions include:

  • What is the construct: output, quality, behaviour, capability or experience?
  • Who or what is the unit of analysis?
  • What is the observation period?
  • Is the measure a count, rate, score, time, proportion or monetary amount?
  • What behaviours might the measure unintentionally encourage?
  • Are comparisons valid across roles, teams and work conditions?

2.2 Data quality

Data quality has several dimensions:

  • Completeness: required fields are present.
  • Accuracy: values represent the underlying reality.
  • Consistency: definitions and coding are stable across systems.
  • Timeliness: data are available when decisions are made.
  • Validity: the measure captures the intended construct.
  • Uniqueness: duplicate records are controlled.

Missing data should not automatically be treated as zero. A missing goal update may mean that the goal was not entered, the reporting process failed or the work was performed outside the system. Data dictionaries, ownership rules, audit trails and documented transformations are therefore essential.

3. Distributions and Descriptive Analysis

A distribution shows how observations are spread across values. In performance management, distributions can reveal concentration, exceptional cases, rating compression, inequality of opportunity or inconsistent standards.

3.1 Measures of central tendency

The arithmetic mean for observations x₁, x₂, …, xₙ is:

x̄ = (∑ᵢ₌₁ⁿ xᵢ) ÷ n

Here, x̄ is the sample mean, xᵢ is observation i and n is the number of observations. The mean is appropriate when values are measured on a meaningful numerical scale and extreme values do not distort interpretation.

The median is the middle ordered observation, or the average of the two middle observations when n is even. It is often preferable for skewed variables such as time to promotion, absence duration or incentive payments. The mode is the most frequent category or value and is useful for categorical ratings.

3.2 Measures of dispersion

The range is maximum minus minimum, but it is sensitive to outliers. The sample variance is:

s² = ∑ᵢ₌₁ⁿ (xᵢ − x̄)² ÷ (n − 1)

The sample standard deviation is s = √s². The denominator n − 1 is used when estimating population variability from a sample under conventional statistical assumptions. The units of s are the same as the units of x, while s² has squared units.

The interquartile range is:

IQR = Q₃ − Q₁

where Q₁ is the 25th percentile and Q₃ is the 75th percentile. The IQR is robust to extreme values and is especially useful for comparing heterogeneous groups.

The coefficient of variation is:

CV = s ÷ x̄

It is meaningful only when x̄ is positive and the scale has a meaningful zero. It expresses dispersion relative to the mean and is not appropriate for arbitrary rating scales or means near zero.

3.3 Worked example: interpreting a performance distribution

Suppose six employees have quarterly output scores of 70, 75, 80, 80, 85 and 130 units. The mean is 86.7 units, while the median is 80 units. The high value of 130 pulls the mean upward. A manager who reports only the mean might conclude that typical output is nearly 87 units; the median indicates that the typical employee is closer to 80 units. The correct interpretation is not that the high performer is a problem, but that the distribution is skewed and should be examined for role, workload, quality and measurement differences.

A responsible dashboard would show the mean together with the median, an appropriate percentile view and the number of observations. It would also investigate whether 130 represents exceptional performance, a different assignment or a recording error.

4. Trends, Rates and Comparisons

A trend is a pattern of movement over time. Trends should be interpreted using consistent definitions, comparable observation periods and awareness of seasonality, policy changes and changes in workforce composition.

The absolute change between a baseline value and a later value is:

∆Y = Yₜ − Y₀

The percentage change, when Y₀ is non-zero, is:

Percentage change = [(Yₜ − Y₀) ÷ Y₀] × 100

If an organization’s average goal attainment rises from 72% to 78%, the absolute increase is 6 percentage points, whereas the relative increase is approximately 8.3%. Percentage points and percentage change must not be confused.

For rates, the denominator defines the meaning. For example:

Completion rate = completed goals ÷ goals due × 100

The denominator should include only goals that were due in the relevant period. Including future or cancelled goals would understate completion. Rates based on very small denominators should be displayed with caution, because one event can produce a large apparent change.

Time-series comparisons may use a moving average to reduce short-term fluctuation:

k-period moving average at t = (Yₜ + Yₜ₋₁ + … + Yₜ₋ₖ₊₁) ÷ k

This is descriptive smoothing, not proof that the underlying process has changed. It can also conceal sudden deterioration, so raw values should remain available.

5. Productivity and Goal Attainment

Productivity concerns the relationship between outputs and inputs. A general productivity measure is:

Productivity = output ÷ input

Output may be cases resolved, revenue, completed deliverables or quality-adjusted units. Input may be labour hours, headcount, cost or productive capacity. Units must be stated. “Cases per employee” and “cases per labour hour” are not equivalent measures.

A quality-adjusted productivity indicator can be expressed as:

Quality-adjusted productivity = acceptable output ÷ input

The definition of “acceptable” must be documented. If speed is rewarded without quality, employees may increase rework, errors or customer dissatisfaction. A balanced measurement system therefore combines quantity, quality, timeliness, risk and stakeholder outcomes.

5.1 Goal attainment

For a goal with a target T and actual result A, a simple attainment ratio for a higher-is-better goal is:

Attainment = A ÷ T × 100

This formula is appropriate when zero is meaningful, the target is positive and performance is approximately proportional to the target. For a lower-is-better goal, such as processing time, the direction must be reversed or otherwise defined so that a better result receives a higher score. A common normalized form is:

Attainment score = T ÷ A × 100

but this can behave poorly when A is near zero or when exceeding the target has nonlinear value. Organizations should establish scoring rules before observing results, include caps where appropriate and document whether quality thresholds are gating conditions.

For weighted goals:

Overall attainment = ∑ᵢ₌₁ᵐ wᵢ aᵢ

where aᵢ is the attainment score for goal i, wᵢ is its weight, m is the number of goals and the weights sum to 1. This weighted average assumes that scores are comparable and that trade-offs among goals are acceptable. If one goal is safety-critical, a simple average may be inappropriate; a minimum threshold or veto condition may be required.

6. Dashboards as Decision Systems

A dashboard is not merely a visual report. It is an information system designed to support a defined decision by a defined user at a defined frequency.

A well-designed performance dashboard usually contains:

  1. Outcome indicators: results such as attainment, quality or retention.
  2. Driver indicators: coaching frequency, workload, capability or process measures that may be related to outcomes.
  3. Context: role, tenure, location, team size, seasonality and target definitions.
  4. Comparisons: baseline, target, prior period and relevant benchmark.
  5. Uncertainty and coverage: sample size, missingness and confidence intervals where appropriate.
  6. Action prompts: questions or decisions, not automatic conclusions.

A dashboard should permit drill-down while protecting confidentiality. Aggregation thresholds are important: displaying a subgroup result for two employees may create identification risk and produce unstable statistics.

6.1 Dashboard design principles

  • Start with decisions, not available data.
  • Use a small number of meaningful indicators.
  • Define every metric, numerator, denominator and time period.
  • Separate employee development data from disciplinary or high-stakes decisions where feasible.
  • Show distributions, not only averages.
  • Use consistent scales and avoid misleading truncated axes.
  • Distinguish actual values from forecasts.
  • Display data freshness and ownership.
  • Provide access controls and an audit trail.
  • Test the dashboard with managers and employees for interpretability.

7. Diagnostic Analytics and Performance Drivers

Diagnostic analytics examines patterns associated with an outcome. It may use segmentation, cross-tabulation, correlation, regression or qualitative investigation.

The correlation between variables X and Y is:

rₓᵧ = ∑ᵢ₌₁ⁿ (xᵢ − x̄)(yᵢ − ȳ) ÷ √[∑ᵢ₌₁ⁿ(xᵢ − x̄)² × ∑ᵢ₌₁ⁿ(yᵢ − ȳ)²]

The coefficient ranges from −1 to +1 and describes linear association in the observed data. It does not establish that X causes Y. Correlation can be affected by outliers, restricted range, nonlinearity and confounding variables.

A multiple linear regression may be written as:

yᵢ = β₀ + β₁x₁ᵢ + β₂x₂ᵢ + … + βₚxₚᵢ + εᵢ

Here, yᵢ is the outcome for observation i, x₁ᵢ through xₚᵢ are predictors, β₀ is the intercept, βⱼ are model coefficients and εᵢ is the unexplained component. A coefficient βⱼ represents the model’s expected change in y for a one-unit increase in xⱼ, holding the included predictors constant, under the model assumptions. It is not automatically a causal effect.

Regression assumptions depend on the method, but commonly include appropriate specification, independent or appropriately modelled errors, manageable multicollinearity, meaningful measurement and suitable treatment of missing data. For binary outcomes, logistic regression is often more appropriate than linear regression. Its probability form is:

pᵢ = 1 ÷ [1 + e^(−zᵢ)]

where zᵢ is a linear predictor and pᵢ is the estimated probability of the outcome. A probability estimate is not a diagnosis of an individual employee.

7.1 Avoiding invalid causal claims

Consider the finding that employees who receive more coaching have higher performance ratings. Several explanations are possible:

  • coaching improves performance;
  • managers coach employees who are already motivated;
  • struggling employees receive more coaching, but the coaching effect is masked by their initial disadvantage;
  • high-performing teams both coach more and perform better;
  • managers record coaching more consistently in certain units.

Causal reasoning requires a credible counterfactual: what would have happened to comparable employees without the intervention? Stronger designs include randomized experiments, quasi-experiments, difference-in-differences designs, interrupted time series and carefully specified longitudinal studies. Even these designs require attention to implementation, spillovers, attrition and measurement.

Managers should use language such as “is associated with,” “is consistent with” or “warrants investigation” unless the design supports a causal conclusion. A dashboard should not convert a statistical association into an accusation.

8. Predictive Analytics and Managerial Use

Predictive analytics estimates the probability or expected value of a future outcome. Examples include forecasted goal slippage, expected staffing demand, probable absence volume or turnover risk.

A model should be evaluated on more than accuracy. Relevant criteria include calibration, discrimination, stability over time, subgroup performance, false-positive and false-negative costs, interpretability and operational usefulness. A model that is accurate overall may perform poorly for a smaller demographic group.

Prediction also raises a distinction between risk prediction and risk reduction. If a model predicts that an employee may leave, the appropriate response may be a voluntary career conversation or workload review, not a negative label or denial of development. The predicted risk may reflect organizational conditions rather than employee deficiency.

Model governance should include:

  • a documented purpose and lawful basis;
  • data minimization and retention limits;
  • feature documentation and exclusion of unjustified sensitive proxies;
  • validation before deployment;
  • monitoring for drift and disparate impact;
  • human review and appeal mechanisms;
  • restrictions on automated high-impact decisions; and
  • periodic review of whether the model improves outcomes.

Artificial intelligence can assist with text summarization, anomaly detection and forecasting, but generated explanations may be incomplete or misleading. Human resource professionals remain accountable for decisions, explanations and employee dignity.

9. Fairness, Privacy and Governance

Performance analytics can reproduce inequity when historical ratings, access to high-visibility work, manager practices or attendance records reflect unequal opportunity. Removing a protected attribute from a model does not guarantee fairness because other variables may act as proxies.

A governance review should ask:

  • Is the purpose legitimate, specific and proportionate?
  • Were employees informed about collection and use?
  • Is consent required, and is it genuinely voluntary?
  • Are data relevant and no more extensive than necessary?
  • Can employees access, correct or challenge important information?
  • Are retention, access and deletion rules defined?
  • Has adverse impact been assessed across relevant groups?
  • Are workplace laws, collective agreements and sector rules satisfied?

Fairness is not a single mathematical property. Possible criteria include equal selection rates, equal error rates, calibration and procedural fairness, but these criteria can conflict. The organization must therefore combine quantitative tests with legal analysis, stakeholder consultation and examination of the underlying work system.

10. Applied Case: The Orion Customer Solutions Dashboard

This is an illustrative case. Orion Customer Solutions employs 420 service advisers in four locations. Management introduces a dashboard showing cases closed per hour, customer satisfaction, rework, goal attainment and monthly coaching conversations.

Background and problem

The executive team observes that Site C has the lowest cases-closed-per-hour rate and considers replacing its supervisor. Site C also serves the most complex customers and has the highest proportion of new employees. Coaching records show fewer formal conversations than at other sites.

Analysis

The analytics team first validates definitions and discovers that Site C records cases differently: a complex case remains open across multiple interactions, while other sites count each interaction as a case. A raw productivity comparison is therefore invalid. After defining a common unit and adjusting for case complexity, the productivity gap becomes much smaller.

The team then examines distributions rather than only averages. Site C has wider variation, reflecting a mix of experienced specialists and new advisers. Customer satisfaction is similar across sites, but rework is higher among new employees. Coaching frequency is associated with improved rework outcomes, but the analysis is observational and cannot prove that coaching alone caused the improvement.

Approach and solution

Orion redesigns the dashboard around quality-adjusted cases, customer satisfaction, rework, skill mix and workload. It introduces a common case taxonomy, publishes a data dictionary and requires managers to record the purpose and follow-up of coaching. A three-month pilot randomly assigns some eligible teams to a structured coaching programme while maintaining ordinary support for others, subject to employee consultation and ethical safeguards. Outcomes include quality, satisfaction, rework and employee experience rather than speed alone.

Outcome

During the pilot, the structured-coaching teams show a larger reduction in rework than comparison teams, although the result is accompanied by uncertainty and is not generalized beyond the studied context without further evidence. Orion does not use the dashboard to rank individuals automatically. Instead, managers use it to identify process barriers, allocate support and discuss development.

Learning points

  1. A metric is not valid merely because it is easy to calculate.
  2. Denominator and classification errors can create apparent performance differences.
  3. Context variables are essential for fair comparison.
  4. Associations should guide investigation, not justify unsupported causal claims.
  5. Balanced measures reduce incentives to sacrifice quality for speed.
  6. A pilot with a credible comparison is stronger evidence than a before-and-after chart alone.

11. A Practical Analytics Workflow

A professional workflow can be organized into eight stages:

  1. Frame the decision: specify who must decide what, and by when.
  2. Define the construct: distinguish performance, potential, behaviour, engagement and business outcome.
  3. Map the data: document sources, units, fields, ownership and access.
  4. Audit quality: inspect completeness, duplicates, missingness, outliers and definition changes.
  5. Describe first: examine counts, distributions, trends and subgroup patterns.
  6. Diagnose cautiously: test plausible explanations and alternative interpretations.
  7. Validate predictions or interventions: assess out-of-sample performance, fairness and practical value.
  8. Act and review: document the decision, monitor consequences and revise measures when behaviour changes.

This workflow prevents the common error of beginning with a preferred conclusion and searching for confirming evidence.

Challenges and Limitations

People analytics faces several limitations. Performance is often multidimensional and partly interdependent: team members share credit, work changes during the period and outcomes may depend on resources outside the employee’s control. Ratings can contain bias, and goals may be poorly specified. Small samples produce unstable estimates. Historical data may reflect past managerial practices rather than true capability. Privacy constraints may limit linkage across systems, which is appropriate but must be acknowledged analytically.

There is also a risk of metric fixation. Once a measure becomes a target, employees may optimize the measure rather than the underlying purpose. Good governance therefore includes periodic review of unintended consequences, qualitative feedback and the ability to retire measures that distort behaviour.

Best Practices for Managers and HR Professionals

  • Ask a decision question before requesting data.
  • Use multiple measures that reflect quantity, quality, timeliness and stakeholder value.
  • Report distributions, denominators, sample sizes and data limitations.
  • Separate monitoring from judgement and development from surveillance.
  • Treat analytics as evidence for a conversation, not as an automatic verdict.
  • Investigate unequal opportunity before interpreting unequal outcomes.
  • Use transparent definitions and permit correction of inaccurate data.
  • Test interventions where feasible and ethically appropriate.
  • Maintain human review for consequential decisions.
  • Monitor both intended outcomes and unintended effects.

Chapter Summary

People analytics strengthens performance management when it connects reliable data to clearly defined managerial decisions. Descriptive analytics summarizes distributions, trends, productivity and goal attainment; diagnostic analytics examines associations and plausible drivers; predictive analytics estimates future outcomes but does not establish causation. Means, medians, dispersion, rates, productivity ratios and weighted attainment scores are useful only when their units, denominators and assumptions are understood.

Effective dashboards show outcomes, drivers, context, comparisons, uncertainty and data coverage. They are designed for action rather than surveillance. Correlation and regression can identify patterns, but causal claims require stronger designs and careful reasoning about counterfactuals. Ethical practice requires privacy protection, transparency, fairness assessment, data minimization, human review and mechanisms for correction and appeal. The most mature organizations use analytics not to mechanize managerial judgement, but to improve the quality, consistency and accountability of that judgement.

Key Terms

People analytics: Systematic use of workforce data and analysis to support people-related decisions.

Descriptive analytics: Analysis that summarizes what has happened.

Diagnostic analytics: Analysis that investigates patterns and possible explanations.

Predictive analytics: Estimation of future outcomes or probabilities.

Prescriptive analytics: Recommendations about possible actions.

Unit of analysis: The entity represented by one observation.

Distribution: The pattern of values across observations.

Median: The middle value in an ordered dataset.

Standard deviation: A measure of dispersion around the mean.

Interquartile range: The difference between the 75th and 25th percentiles.

Denominator: The reference quantity used to calculate a rate or ratio.

Productivity: Output divided by a defined input.

Goal attainment: Degree to which an actual result meets a target.

Dashboard: A visual information system designed to support decisions.

Correlation: Statistical association between two variables.

Confounding: Distortion caused when another variable relates to both the predictor and outcome.

Causal inference: Reasoning about whether an intervention produces an outcome.

Calibration: Agreement between predicted probabilities and observed frequencies.

Adverse impact: Disproportionate negative effect on a protected or relevant group.

Data governance: Policies and controls for responsible data management and use.

Review Questions

Short Answer Questions

  1. Distinguish descriptive, diagnostic and predictive analytics.
  2. Why should a performance dashboard display a denominator and observation period?
  3. When is the median preferable to the mean?
  4. Explain why correlation does not establish causation.
  5. Identify four dimensions of data quality.

Long Answer Questions

  1. Explain how a measurement architecture connects organizational strategy to managerial action.
  2. Discuss the design principles of an effective performance-management dashboard.
  3. Explain the assumptions and limitations of weighted goal-attainment scores.
  4. Compare the ethical risks of descriptive monitoring and predictive employee-risk modelling.
  5. Discuss how managers can combine analytics with professional judgement without relying on unsupported conclusions.

Analytical / Application Questions

  1. A team’s average goal attainment rises from 68% to 74%. Calculate the change in percentage points and the relative percentage change, then explain why the two figures should be reported differently.
  2. A department reports high cases per hour but also high rework and low customer satisfaction. Design a balanced productivity analysis and explain which additional data you would request.
  3. Employees who receive more coaching have lower performance ratings. Identify at least three competing explanations and propose a study design that could better assess whether coaching improves performance.

Multiple Choice Questions with Answers

Question 1

Which analytical question is primarily descriptive?

A. What happened to goal attainment last quarter?

B. Which intervention caused the improvement?

C. Which employees will resign next year?

D. What action will maximize retention?

Correct Answer: A. What happened to goal attainment last quarter?

Question 2

For a strongly skewed performance variable with extreme values, which measure is generally most robust for typical performance?

A. Median

B. Range

C. Variance

D. Maximum

Correct Answer: A. Median

Question 3

A completion rate is calculated as completed goals divided by goals due. Which item should normally be excluded from the denominator?

A. Goals due during the period

B. Goals completed during the period

C. Future goals not yet due

D. Goals recorded as due in the period

Correct Answer: C. Future goals not yet due

Question 4

If average goal attainment increases from 72% to 78%, what is the change in percentage points?

A. 6 percentage points

B. 8.3 percentage points

C. 6%

D. 150 percentage points

Correct Answer: A. 6 percentage points

Question 5

Which statement about a regression coefficient is most accurate?

A. It always proves a causal effect.

B. It describes the modelled association, conditional on included predictors and assumptions.

C. It is meaningful even when variables are undefined.

D. It eliminates all confounding automatically.

Correct Answer: B. It describes the modelled association, conditional on included predictors and assumptions.

Question 6

What is the principal purpose of showing a distribution rather than only an average?

A. To conceal variation

B. To reveal spread, concentration and unusual observations

C. To guarantee causal inference

D. To remove the need for data validation

Correct Answer: B. To reveal spread, concentration and unusual observations

Question 7

Which is an example of a predictive analytics output?

A. The median rating last year

B. A forecasted probability of goal slippage next month

C. A list of current employees by team

D. A histogram of completed goals

Correct Answer: B. A forecasted probability of goal slippage next month

Question 8

Why can a productivity measure based only on cases per hour be problematic?

A. It has no numerical value.

B. It may reward speed while ignoring complexity and quality.

C. It cannot be displayed on a dashboard.

D. It always produces a negative result.

Correct Answer: B. It may reward speed while ignoring complexity and quality.

Question 9

Which practice best supports responsible use of a high-impact predictive model?

A. Automatically penalizing everyone classified as high risk

B. Removing all human review

C. Monitoring calibration and subgroup error rates while providing review mechanisms

D. Hiding the model’s purpose from employees

Correct Answer: C. Monitoring calibration and subgroup error rates while providing review mechanisms

Question 10

Employees receiving more coaching have higher performance ratings. What is the most defensible immediate conclusion?

A. Coaching definitely caused the higher ratings.

B. Higher ratings definitely caused the coaching.

C. Coaching and ratings are associated, and alternative explanations should be investigated.

D. The data are useless.

Correct Answer: C. Coaching and ratings are associated, and alternative explanations should be investigated.

Performance Management Systems
Chapter 12 of 15