Hrm
Part 4
Staffing Activities: Selection
Chapter 7: Measurement
Chapter 8: External Selection I
Chapter 9: External Selection II
Chapter 10: Internal Selection
McGraw-Hill/Irwin
Copyright © 2012 by The McGraw-Hill Companies, Inc., All Rights Reserved.
Part 4
Staffing Activities: Selection
Chapter 7:
Measurement
Staffing Policies and Programs
Staffing System and Retention Management
Support Activities
Legal compliance
Planning
Job analysis
Core Staffing Activities
Recruitment: External, internal
Selection:
Measurement, external, internal
Employment:
Decision making, final match
Staffing Organizations Model
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Chapter Outline
- Importance and Use of Measures
- Key Concepts
- Measurement
- Scores
- Correlation Between Scores
- Quality of Measures
- Reliability of Measures
- Validity of Measures
- Validation of Measures in Staffing
- Validity Generalization
- Staffing Metrics and Benchmarks
- Collection of Assessment Data
- Testing Procedures
- Acquisition of Tests and Test Manuals
- Professional Standards
- Legal Issues
- Determining Adverse Impact
- Standardization
- Best Practices
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Learning Objectives for This Chapter
- Define measurement and understand its use and importance in staffing decisions
- Understand the concept of reliability and review the different ways reliability of measures can be assessed
- Define validity and consider the relationship between reliability and validity
- Compare and contrast the two types of validation studies typically conducted
- Consider how validity generalization affects and informs validation of measures in staffing
- Review the primary ways assessment data can be collected
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Discussion Questions for This Chapter
- Imagine and describe a staffing system for a job in which there are no measures used.
- Describe how you might go about determining scores for applicants’ responses to (a) interview questions, (b) letters of recommendation, and (c) questions about previous work experience.
- Give examples of when you would want the following for a written job knowledge test
- a low coefficient alpha (e.g., α = .35)
- a low test–retest reliability.
- Assume you gave a general ability test, measuring both verbal and computational skills, to a group of applicants for a specific job. Also assume that because of severe hiring pressures, you hired all of the applicants, regardless of their test scores.
- How would you investigate the criterion-related validity of the test?
- How would you go about investigating the content validity of the test?
- What information does a selection decision maker need to collect in making staffing decisions? What are the ways in which this information can be collected?
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Key Concepts
- Measurement
- the process of assigning numbers to objects to represent quantities of an attribute of the objects
- Scores
- the amount of the attribute being assessed
- Correlation between scores
- a statistical measure of the relation between the two sets of scores
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Importance and Use of Measures
- Measures
- Methods or techniques for describing and assessing attributes of objects
- Examples
- Tests of applicant KSAOs
- Job performance ratings
of employees - Applicants’ ratings of their
preferences for various types
of job rewards
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Importance and Use of Measures
(continued)
- Summary of measurement process
- (a) Choose an attribute of interest
- (b) Develop operational definition of attribute
- (c) Construct a measure of attribute as operationally
defined - (d) Use measure to actually gauge attribute
- Results of measurement process
- Scores become indicators of attribute
- Initial attribute and its operational definition are transformed into a numerical expression of attribute
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Measurement: Definition
- Process of assigning numbers to objects to represent quantities of an attribute of the objects
- Attribute/Construct – Knowledge of mechanical principles
- Objects – Job applicants
Ex. 7.1 Use of Measures in Staffing
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Measurement: Standardization
- Involves
- Controlling influence of extraneous factors
on scores generated by a measure and - Ensuring scores obtained reflect the attribute measured
- Properties of a standardized measure
- Content is identical for all objects measured
- Administration of measure is identical for all objects
- Rules for assigning numbers are clearly specified and agreed on in advance
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Measurement: Levels
- Nominal
- A given attribute is categorized and numbers are assigned to categories
- No order or level implied among categories
- Ordinal
- Objects are rank-ordered according to how much of attribute they possess
- Represents relative differences among objects
- Interval
- Objects are rank-ordered
- Differences between adjacent points on measurement scale are equal in terms of attribute
- Ratio
- Similar to interval scales – equal differences between scale points for attribute being measured
- Have a logical or absolute zero point
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Measurement: Differences in
Objective and Subjective Measures
- Objective measures
- Rules used to assign numbers to attribute are predetermined, communicated, and applied
through a system - Subjective measures
- Scoring system is more elusive, often involving a rater who assigns the numbers
- Research shows these may not be strongly related, but purely objective measures can miss important parts of job performance
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Scores
- Definition
- Measures provide scores to represent
amount of attribute being assessed - Scores are the numerical indicator of attribute
- Central tendency and variability
- Exh. 7.2: Central Tendency and Variability: Summary Statistics
- Percentiles
- Percentage of people scoring below an individual in a distribution of scores
- Standard scores
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Discussion questions
- Imagine and describe a staffing system for a job in which there are no measures used.
- Describe how you might go about determining scores for applicants’ responses to (a) interview questions, (b) letters of recommendation, and (c) questions about previous work experience.
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Correlation Between Scores
- Scatter diagrams
- Used to plot the joint distribution of the two sets of scores
- Exh. 7.3: Scatter Diagrams and Corresponding Correlations
- Correlation coefficient
- Value of r summarizes both
- Strength of relationship between two sets of scores and
- Direction of relationship
- Values can range from r = -1.0 to r = 1.0
- Interpretation – Correlation between two variables does not imply causation between them
- Exh. 7.4: Calculation of Product-Movement Correlation Coefficient
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Exh. 7.3: Scatter Diagrams and
Corresponding Correlations
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Exh. 7.3: Scatter Diagrams and
Corresponding Correlations
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Exh. 7.3: Scatter Diagrams and
Corresponding Correlations
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Significance of the Correlation Coefficient
- Practical significance
- Refers to size of correlation coefficient
- The greater the degree of common variation
between two variables, the more one variable
can be used to understand another variable - Statistical significance
- Refers to likelihood a correlation exists in a population, based on knowledge of the actual value of r in a sample from that population
- Significance level is expressed as p < value
- Interpretation — If p < .05, there are fewer than 5 chances in 100 of concluding there is a relationship in the population when, in fact, there is not
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Quality of Measures
- Reliability of measures
- Validity of measures
- Validity of measures in staffing
- Validity generalization
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Quality of Measures: Reliability
- Definition: Consistency of measurement of an attribute
- A measure is reliable to the extent it provides a consistent set of scores to represent an attribute
- Reliability of measurement is of concern
- Both within a single time period and between time periods
- For both objective and subjective measures
- Exh. 7.6: Summary of Types of Reliability
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Ex. 7.6: Summary of Types of Reliability
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Quality of Measures: Reliability
- Measurement error
- Actual score = true score + error
- Deficiency error
- Failure to measure some aspect of attribute assessed
- Contamination error
- Occurrence of unwanted or undesirable influence on the measure and on individuals being measured
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Ex. 7.7 – Sources of Contamination Error and Suggestions for Control
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Quality of Measures: Reliability
- Procedures to calculate reliability estimates
- Coefficient alpha
- Should be least .80 for a measure to have an acceptable degree of reliability
- Interrater agreement
- Minimum level of interrater agreement – 75% or higher
- Test-Retest reliability
- Concerned with stability of measurement
- Level of r should range between r = .50 to r = .90
- Intrarater agreement
- For short time intervals between measures, a fairly high relationship is expected – r = .80 or 90%
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Quality of Measures: Reliability
- Implications of reliability
- Standard error of measurement
- Since only one score is obtained from an applicant, the critical issue is how accurate the score is as an indicator of an applicant’s true level of knowledge
- Relationship to validity
- Reliability of a measure places an upper limit on the possible validity of a measure
- A highly reliable measure is not necessarily valid
- Reliability does not guarantee validity – it only makes it possible
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Quality of Measures: Validity
- Definition: Degree to which a measure truly measures the attribute it is intended to measure
- Accuracy of measurement
- Exh. 7.9: Accuracy of Measurement
- Accuracy of prediction
- Exh. 7.10: Accuracy of Prediction
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Ex. 7.9: Accuracy of Measurement
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Discussion questions
- Give examples of when you would want the following for a written job knowledge test
- a low coefficient alpha (e.g., α = .35)
- a low test–retest reliability.
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Exh. 7.12: Accuracy of Prediction
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Exh. 7.12: Accuracy of Prediction
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Validity of Measures in Staffing
- Importance of validity to staffing process
- Predictors must be accurate representations of KSAOs to be measured
- Predictors must be accurate in predicting job success
- Validity of predictors explored through validation studies
- Two types of validation studies
- Criterion-related validation
- Content validation
Ex. 7.13: Criterion-Related Validation
Criterion Measures: measures of performance on tasks and task dimensions
Predictor Measure: it taps into one or more of the KSAOs identified in job analysis
Predictor–Criterion Scores: must be gathered from a sample of current employees or job applicants
Predictor–Criterion Relationship: the correlation must be calculated.
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Ex. 7.14: Concurrent and Predictive
Validation Designs
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Ex. 7.14: Concurrent and Predictive
Validation Designs
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Content Validation
- Content validation involves
- Demonstrating the questions/problems (predictor scores) are a representative sample of the kinds of situations occurring on the job
- Criterion measures are not used
- A judgment is made about the probable correlation between predictors and criterion measures
- Used in two situations
- When there are too few people to form a sample for criterion-related validation
- When criterion measures are not available
- Exh. 7.16: Content Validation
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Validity Generalization
- Degree to which validity can be extended to other contexts
- Contexts include different situations, samples of people and time periods
- Situation-specific validity vs. validity generalization
- Exh. 7.18: Hypothetical Validity Generalization Example
- Distinction is important because
- Validity generalization allows greater latitude than situation specificity
- More convenient and less costly not to have to conduct a separate validation study for every situation
Exhibit 7.18 Hypothetical Validity Generalization Example
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Discussion questions
- Assume you gave a general ability test, measuring both verbal and computational skills, to a group of applicants for a specific job. Also assume that because of severe hiring pressures, you hired all of the applicants, regardless of their test scores.
- How would you investigate the criterion-related validity of the test?
- How would you go about investigating the content validity of the test?
- What information does a selection decision maker need to collect in making staffing decisions? What are the ways in which this information can be collected?
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Staffing Metrics and Benchmarks
- Metrics
- quantifiable measures that demonstrate the effectiveness (or ineffectiveness) of a particular practice or procedure
- Staffing metrics
- job analysis
- validation
- Measurement
- Benchmarking as a means of developing metrics
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Collection of Assessment Data
- Testing procedures
- Paper and pencil measures
- PC- and Web-based approaches
- Applicant reactions
- Acquisition of tests and test manuals
- Paper and pencil measures
- PC- and Web-based approaches
- Professional standards
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Legal Issues
- Disparate impact statistics
- Applicant flow statistics
- Applicant stock statistics
- Standardization
- Lack of consistency in treatment of applicants is
a major factor contributing to discrimination - Example: Gathering different types of background information from protected vs. non-protected groups
- Example: Different evaluations of information for protected vs. non-protected groups
- Validation
- If adverse impact exists, a company must either eliminate it or justify it exists for job-related reasons (validity evidence)
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Ethical Issues
- Issue 1
- Do individuals making staffing decisions have an ethical responsibility to know measurement issues? Why or why not?
- Issue 2
- Is it unethical for an employer to use a selection measure that has high empirical validity but lacks content validity? Explain.