-- Industry Consulting Firm G. Palmer & Associates’ Quarterly Forecast
Assists in Previewing Near-Term Hiring Patterns –
Demand for temporary workers in the United States is expected to decrease 6.6% on a seasonally adjusted basis for the 2024 second quarter, when compared with the same period in 2023, according to the Palmer Forecast™, released today.
The Palmer Forecast™ indicated a 9.5 % decrease in temporary help for the 2024 first quarter. Actual results as reported by the Bureau of Labor Statistics (BLS) came in better than expected at a decrease of 6.6% due to better than expected GDP results.
The BLS reported a decrease of 6.6% in temporary help for the 2024 first quarter. The temp help jobs decreased by 1,200 in March 2024, a loss of 6.2% year-over-year. To date 6,000 jobs have been lost in 2024, an average of 2,000 jobs per month. There was a decline of 217,000 temp jobs in 2023, and a decline of 106,000 temp jobs in 2022. Temp help jobs growth in 2021 was strong, with a total gain of 352,000 jobs, and an average of 29,300 jobs added per month, compared with the prior two years, when 201,000 temp jobs were lost in 2020, and 27,000 temp jobs were lost in 2019, according to the BLS. In 2018, more than 99,000 temp help jobs were added over 2017.
![A graph showing the difference between the average and the average
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)
Source: G. Palmer & Associates; Bureau of Labor Statistics (BLS)
![A graph showing the change of year over time
Description automatically 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)
Source: Bureau of Labor Statistics (BLS)
A total of 8.8 million open jobs were reported by the BLS as of April 2, 2024. The BLS also reported that non-farm payroll employment increased by 303,000 jobs in March 2024, which was better than consensus estimate increases of 200,000 jobs. For the 2024 first quarter, there were 276,000 non-farm jobs added per month, up 4.2% year-over-year. For the 2023 full year, there were 2.96 million non-farm jobs added, an average of 247,000 jobs per month. There were 4.5 million non-farm jobs added in 2022, and 6.4 million jobs added in 2021. To put this in perspective, there were 9.4 million jobs lost in 2020, and 2.1 million total jobs added for 2019. For 2018, a total of 2.6 million new jobs were created, versus 2.1 million new jobs in 2017.
The key categories of jobs created in March are as follows:
- Total Non-Farm: +303,000
- Private Sector: +232,000
- Healthcare: +72,000
- Government: +71,000
- Leisure and Hospitality: +49,000
- Constructions: + 39,000
- Retail Trade: +18,000
- Professional and Business Services: +7,000
- Temp Help: -1,200
![A graph with numbers and a line
Description automatically 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)
Source: Bureau of Labor Statistics (BLS)
In March 2024, the labor participation rate decreased 20 bps to 62.7%, from February 2024, and it has been in a narrow range of 64.4% to 61.9% since June of 2020. The U3, commonly referred to as the unemployment rate, decreased 10 bps to 3.8% in March versus February.
As reported by the BLS, the rate of unemployment for workers with college degrees in March 2024 was down 10 bps to 2.1%, from February 2024. The unemployment rate for workers with less than a high school education decreased 120 bps to 4.9%. The U6 unemployment rate, which tracks those who are unemployed, as well as those who are underemployed and are working part-time for economic reasons, was unchanged at 7.3% in March from February. The U6 rate is considered the rate that most broadly depicts those most affected by the last economic downturn and measures the rate of discouraged workers.
“The temp employment market is showing further signs of slowing down. Until GDP growth resumes to a stronger level and interest rates start declining, growth will be nonexistent, and temp help demand will continue to be soft,” said Greg Palmer, founder and managing director of G. Palmer & Associates, an Orange County, California-based human capital advisory firm that specializes in workforce solutions. “A further indicator to watch is the temp help penetration rate, because it measures temp help as a percentage of total employment. In March 2024, the temp help penetration rate decreased slightly to 1.75% of the total labor market, compared with an all-time high of 2.08%, achieved in February 2022, and a pre-pandemic level of 1.57%, which is another indication of temporary jobs lessening.
The American Staffing Association (ASA) Staffing Index was down, closing at a value of 90 on March 19, 2024, which was 8.4% lower than the same period last year,” Palmer added.
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2015](data:image/png;base64,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)
Source: Bureau of Labor Statistics (BLS)
About the Palmer Forecast™
The Palmer Forecast™ is based, in part, on BLS and other key indicators. The model was initially developed by the A. Gary Anderson Center for Economic Research at Chapman University and serves as an indicator of economic activity. Companies that employ temporary staff use the forecast as a guide to navigate through fluctuating economic conditions in managing their workforce to meet business demands.
About G. Palmer & Associates
G. Palmer & Associates, founded in 2006, provides advisory services in the human capital sector. FounderGreg Palmer has served on the board of the American Staffing Association and was president and chief executive officer of RemedyTemp, Inc., one of the nation’s largest temporary staffing companies, prior to its sale in June 2006. For more information, visit www.GPalmerandAssociates.com.