-- 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 increase 14.4% on a seasonally adjusted basis for the 2021 fourth quarter, when compared with the same period in 2020, according to the Palmer Forecast™, released today. The increase in demand principally reflects economic recovery from pandemic-related business lockdowns and interruptions and the US economy returning to a more normal pace.
The Palmer Forecast™ indicated a 19.0% increase in temporary help for the 2021 third quarter. Actual results as reported by the Bureau of Labor Statistics (BLS) came in less than anticipated, with an increase of 14.4%. The difference was due primarily to higher than anticipated unemployment rates. Demand for labor continues to be strong, with more than 10.4 million open jobs, as reported by the BLS on October 12, 2021. The Covid-19 Delta variant remains to be a contributing factor in limiting labor recovery, as well as the federal government’s enhanced weekly unemployment and other related benefits enacted early in 2021, which ended in early September.
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)
Source: G. Palmer & Associates; Bureau of Labor Statistics (BLS)
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)
Source: Bureau of Labor Statistics (BLS)
The BLS reported temp help jobs for the third quarter 2021 increased 14.4% over the same quarter last year, but declined by 5,200 jobs in September versus August. There has been a solid rebound in temp help jobs thus far in 2021, with a total of 62,000 added year-to-date and 6,800 average per month. According to the BLS, 332,000 temp jobs were lost in 2020, the second straight year of declines, or an average job loss of 27,750 per month. The BLS also reported that 42,000 temp help jobs were lost in 2019, an average of 3,500 fewer jobs per month. In 2018, more than 99,000 temp help jobs were added versus 2017, an average of 8,200 per month. Additionally, 96,000 temp jobs were added in 2017 over 2016, an average of 8,000 per month, compared with 32,000 temp jobs added in 2016, or an average of 2,600 per month. In 2015, approximately 97,000 temporary jobs were added, compared with 162,000 new temp jobs in 2014.
The Labor Department reported nonfarm payroll employment increased by 194,000 jobs in September 2021, significantly less than consensus estimate increases of 488,000 jobs. For the third quarter 2021, there were 550,000 nonfarm jobs added on an average monthly basis. For 2020, nonfarm employment was down 6.17%, or 9,372,000 jobs, compared with 2019. To put this in perspective, there were 176,000 nonfarm jobs added on average per month in 2019 and 2.1 million total jobs added for the year, which was less than the 220,000 added per month in 2018, and 2.6 million for that year. For 2017, a total of 2.1 million new jobs were created, versus 2.2 million new jobs in 2016.
The key categories of jobs created/lost in September 2021 are as follows:
- Private Sector: +265,000
- Total Nonfarm Jobs: +194,000
- Leisure and Hospitality: +74,000
- Professional and Business Services: +60,000
- Retail: +56,000
- Manufacturing: +26,000
- Construction: +22,000
- Temp Help: -5,200
- Education and Health Services: -18,000
- Government Sector: -123,000
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)
Source: Bureau of Labor Statistics (BLS)
In September 2021, the labor participation rate was unchanged at 61.6%, and it has been in a narrow range of 61.4% and 61.7% since June of 2020. The U3, commonly referred to as the unemployment rate, decreased slightly to 4.8% in September, from 5.2% in August.
As reported by the BLS, the rate of unemployment for workers with college degrees decreased 25 bps in September versus August, to 2.5%, and the unemployment rate for workers with less than a high school education increased 10 bps to 7.9%. 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 down 30 bps to 8.5% in September versus August. 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.
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)
Source: Bureau of Labor Statistics (BLS)
“One of the most revealing indicators to watch is the temp help penetration rate, because it measures temp help as a percentage of total employment. In September 2021, the temp penetration rate was unchanged from August, at 1.83% of the total labor market. The penetration rate cycle peaked at 2.05% in December 2019 and a low of 1.3% in June 2009,” 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.
“Even as the economy recovers, the largest issue remains the number of workers re-entering the workforce, as they are able to be more selective in seeking new opportunities with high demand for employees,” Palmer added. “Staffing companies are reporting extreme difficulty in filling the many current open jobs they have. The American Staffing Association Staffing Index is also rebounding from an index low of 59.9 on May 10, 2020, to a strong close of 99 on September 19, 2021, a 26.1% increase from the same week last year and have exceeded 2019 levels. This all adds up to further signs of recovery in temp help as we move toward the close of 2021.”
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. Founder Greg 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.
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