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www.dol.gov/esa
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| October 25, 2006 DOL Home > ESA > OFCCP Home > Compliance Assistance |
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Analyzing Compensation Data A Guide To Three Approaches Why Analyze Compensation Data?
This guide describes three approaches that Federal contractors may use to analyze their compensation systems. Such analyses may be useful in determining if there are patterns of discrimination in the workforce. The focus of this Guide is on analyses of salaries or wages. However, the procedures described here can be used to analyze other forms of compensation as well. The analytical approaches described in the Guide are only three of many ways that salary or wage data may be analyzed. Depending on the factors used by your company to establish compensation, other approaches not included here may be more appropriate to use. The approaches described in the Guide provide indicators that can be used by a contractor to assess the impact of compensation decisions on minorities and women. As you undertake a compensation analysis, it is important to remember that completeness and accuracy of data will affect results. Finally, if as a result of your assessment, you find problem areas, it is important that they be corrected. The procedures in the Guide have been developed to assist Federal contractors that wish to analyze their compensation programs to ensure that all employees are treated fairly. The Office of Federal Contract Compliance Programs (OFCCP) may do additional or different analyses of compensation data during the conduct of a compliance evaluation. During a compliance evaluation, OFCCP also may examine a range of other employment practices such as hiring and promotions to determine compliance with the regulations administered by OFCCP. In addition to the regulations, OFCCP's Interactive Compliance Assistance Advisor and the Federal Contract Compliance Manual provide detail information about OFCCP requirements and procedures. BASIC DATA REQUIREMENTS
The first step in conducting a compensation self-assessment is to determine what factors are used to establish compensation levels for each job within the company. These factors vary from company to company and from industry to industry. Typically. many companies include such factors as
Many times factors to be identified at this step of the process are included in various procedural manuals that also include criteria for entry in various levels, definitions of terms used, and ranges for bonus payments or salary increases at given grade levels. THREE TOOLS FOR COMPENSATION ANALYSIS The three approaches that are described are ones that are currently used by OFCCP compliance officers as they conduct compliance evaluations of Federal contractor establishments. The median approach is one that is easy to use and provides much useful information; however, more sophisticated statistical tests do not usually use the median for comparisons. The average approach permits the comparison of averages and also extension to statistical tests. The discussion of tables and sorts using a personal computer describes the easiest and simplest set of analyses. However, even using this approach can indicate areas where there may be discrimination. Although each approach is described separately, they can all be done as part of a compensation analysis program. The examples that follow all concentrate on salary analysis. A person's salary may represent only one part of his or her total compensation and it may be necessary to analyze other elements such as commissions or bonuses. In addition to analyzing salary, it may be necessary to analyze other factors, such as experience or time on the job, in order to explain differences in the salary between groups of similarly situated employees. MEDIAN COMPENSATION ANALYSIS The median is one way to describe the mid point of the group of salaries being analyzed. It is the salary figure that is larger than or equal to half of the other salaries and equal to or smaller than half of the other salaries. In identifying the median, it is easiest if the items are arranged in ascending or descending order. For example, in the following group of salaries
$32,988 the median is $19,334, since $19,334 is the number at the middle of the distribution. If there were an even number of salaries in the distribution, the median is computed by computing the average of the middle two salaries. For example, if the group of salaries was $35,704 the median would be $32,465, which is the average of $33,022 and $31,900, which are the middle two salaries./P> The median is useful for analysis because it is not affected by very high or very low salaries in the distribution. In many cases, it is a more revealing measure than the average, which is described next. It is usually more revealing when the data being analyzed contains a relatively small number of salaries with values at one extreme, either very high or very low. In conducting a compensation analysis, the median value for example, for men and for women is calculated and compared for each element affecting compensation. The medians are then compared, both individually by element and for combinations of elements, such as length of service and pay, or performance ratings and pay. In making these comparisons between elements, one might ask:
The size of the difference should also be taken into consideration. For example, does only a few months difference in seniority warrant several thousand dollars difference in compensation? Or, are the differences in compensation slight, less than $100 a year so that they might easily be explained by other factors not included in the analysis. The following table provides an example of how a median analysis might be presented for those salary grades where important differences were found. The columns show the salary grade, the median salary for the grade, the median years in the grade and a comparison of the male to female differences.
In analyzing this chart:
Thus, further investigation of the salaries in Grades 14 and 6 seems indicated and, if all other factors are equal and the differences in salary still exist, it is possible that upward adjustment to the compensation of certain individuals is needed. AVERAGE COMPENSATION ANALYSIS The average or arithmetic mean is another way of describing the mid point of a group of salaries being analyzed. The average is computed by adding the salaries in a distribution of salaries being analyzed, and then dividing their sum by the number of salaries. The average is useful for comparing the sizes of the terms in two groups, for example comparing the average salary of men to the average salary of women. One can then ask questions such as the ones suggested below:
For each element affecting compensation, the average for men and for women is calculated and compared. These should be done for each salary level, grade level, time in position, etc. For example, in the table below, the male average salary is shown in the second column, the third column shows the difference between the male average salarv for each grade level and the female average salary. The fourth column shows the difference in the average seniority of females compared to malcs and the fifth column shows the average difference in performance evaluation scores.
In analyzing the above table, one might make the following observations:
"TABLE" AND "SORT" FEATURES ON THE PC Spreadsheet software includes a variety of procedures that can be used to analyze and present data. The sorting features found in a spreadsheet can be used to give a quick overview of the workforce arrayed by various dimensions. For example, just a few of the ways that the sort feature may be used, include:
Software that includes a subtotal function can be used to give counts, for example to count the number of individuals with an identical job title. It may also provide the maximum and minimum values of a field. The pivot table and filter functions are also useful adjuncts for these types of analyses, since they isolate fields of interest, which can then be examined apart from the entire data spreadsheet. The sorting features are particularly useful in giving an overall picture of the composition of the workforce as arrayed using different criteria. Charts and graphs are another useful way to present data. The chart below shows the percentage distribution of minorities and women in various sales positions arrayed from the lowest paying job title, Accountant 1, to the highest, Financial Manager.
![]() In looking at this chart, one can make the following observations:
While this chart does not provide a complete picture of the Accounting Department, and there is no consideration of length of employment, for example, the chart does raise questions about the compensation levels of minorities and women that warrant further investigation. Translating tables into graphs is a relatively easy operation, but one that can provide a vivid picture of a potential problem area.
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