Template for Estimating Lost Wage Damages
Calculating an estimate of damages due to lost wages in an employment dispute is typically fairly easy. This calculation can be performed on a simple Excel template, a template of which can be found here for download. All you need to do is fill in the blanks. ("Plug-and-Play").
This article will show you that you do not need a financial expert to calculate damages in a lost wage claim. However, you may (or may not), need a financial expert to get the correct values for the variables you need to Plug-and-Play. And, you will most definitely need an expert to testify if your matter does not settle and can only be resolved in court or arbitration.
Generally, if you call ResX with a wage damage matter, we will give you an estimate of the damages the same day using the approach described in this blog. We will then tell you to "call us back if your matter cannot settle based on our estimated lost wage damages and we will be happy to serve as your expert witness at trial."
Overview:
To keep this blog simple it will address only wage damages. It will not address damages related to lost benefits such as healthcare or pension benefits. Damages due to lost benefits will be discussed in later blogs.
Lost wage damage usually occurs because of an event such as termination or injury ("Event"). Lost wage damage is the difference between the but-for wages and the actual-wages subsequent to the Event. The damage calculation generally involves the following variables ("Variables").
- Wages prior to the Event
- Expected But-For Wage Growth
- Work Life Expectancy at the time of the Event
- Duration of Unemployment usually in months
- Replacement wages
- Expected Replacement Wage Growth
- Discount Factor and method allowed
The Variables listed above are a function of the matter being evaluated.
The Template:
A sample damage estimate template ("Template") is shown below. The Excel version of the Template can be accessed by clicking here (when you reach the linked page, note the "download" button in the upper right corner of the page). The Excel file will give you access to the formulas used to calculate damages based on the scenario's assumed facts.
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)
In this example the lost wage damages are calculated for each year as the difference between the but-for wages and the actual wages. Next, each year is adjusted to its corresponding value on the date of the Event ("PV"). Finally, the damages from each year (after the PV adjustment) are totaled to determine total lost wage damages.
The Template can be easily modified to accommodate different facts and different Variables. It is a little more difficult to modify it for the number of years covered by the analysis and/or the date of the Event. However, someone familiar with Excel and basic financial analysis techniques should be able to quickly make the proper modifications. If not, feel free to contact ResX and we will walk you through the necessary modifications at no cost.
The key to determining lost wage damages is not the calculation, it is the Variables. An experienced attorney will be able to estimate the value of each of the Variables based on his/her experience and information obtained early in the discovery process. The attorney will also be able to spot the obvious elements of a matter that may affect the value of the Variables. For example:
- Differences in the hours worked in the "but-for" and "replacement" job scenarios
- Unreported cash income earned under one or both scenarios
- Replacement work that is not consistent with the true skills of the worker or the true availability of work in the relevant employment market.
Once you have an estimate for each of the Variables, the Template will estimate the value of the wage damages which, in most cases, should be sufficient for purposes of negotiation and settlement.
If settlement cannot be achieved, call us. We will analyze each of the Variables in depth, prepare a detailed model that includes all of the information relevant to your matter, and present the results of our analysis to the trier of fact.
Close:
Calculating wage damages is not that complicated. This blog provides a simple template for calculating wage damages. The key to the accuracy of the Template's results is the accuracy of the Variables used by the Template. These variables include 1) wages prior to the Event, 2) but-for wage growth, 3) work-life expectancy on the date of the Event, 4) duration of unemployment, 5) replacement wages, 6) replacement wage growth, and 7) discount rate. Additionally, the Template used in this example relies on a simplified set of facts. When using the Template it must be modified to accommodate the years during which wage damages occur and the date of the Event giving rise to the dispute.
The preceding discussion covered only some of the considerations the damage expert will take into account with evaluating damages associated with the lost wage damages. The relevance of these considerations and numerous others will always depend on the specific facts of the matter being evaluated.
Resolution Experts PC, "ResX, PC", provides independent forensic accounting services for complex litigation and contract compliance and fraud. ResX is based in Michigan and serves clients throughout the United States. For more information and to learn about working with ResX, please visit our website: www.resxpc.com. Follow our page on LinkedIn here.