Unemployment Rate Manufacturing Industry Private Wage and Salary Workers

Measurement
Percent
Indicator Type or Source
Private Indicator
Period End Date
March 1, 2024
Clasification
Private
 
Dot-com Bubble
 
Housing Crash
 
Credit Downgrade
 
Yuan Drop
 
Covid
Unemployment Rate Manufacturing Industry Private Wage and Salary Workers is an economic indicator measured in Percent. It covers the period from Sunday, April 18, 2004, to Friday, March 1, 2024, and is updated monthly. Please note, the series comes from the 'Current Population Survey (Household Survey)' The source code is: LNU04032232 Please view all Private indicators for more information or continue to All Top Economic Indicators.
Source: Federal Reserve Bank of St. Louis (fred.stlouisfed.org)

20-Year History of Unemployment Rate Manufacturing Industry Private Wage and Salary Workers

The above interactive chart and the table below show the 20-year history of unemployment rate manufacturing industry private wage and salary workers going back to Sunday, April 18, 2004. The current value is 3.00 which was updated on Friday, March 1, 2024. Historical data is often used in econometric models to forecast future economic conditions. These forecasts can influence a wide range of decisions, from monetary policy at central banks to investment strategies at businesses and financial institutions.
Mar 1, 20243.0  
Feb 1, 20243.0  
Jan 1, 20243.4  
Dec 1, 20233.0  
Nov 1, 20233.1  
Oct 1, 20233.1  
Sep 1, 20233.2  
Aug 1, 20232.7  
Jul 1, 20232.7  
Jun 1, 20232.6  
May 1, 20232.7  
Apr 1, 20232.8  
Mar 1, 20232.9  
Feb 1, 20233.0  
Jan 1, 20232.6  
Dec 1, 20221.8  
Nov 1, 20222.7  
Oct 1, 20223.1  
Sep 1, 20222.8  
Aug 1, 20223.3  
Jul 1, 20223.2  
Jun 1, 20223.0  
May 1, 20222.8  
Apr 1, 20223.2  
Mar 1, 20223.1  
Feb 1, 20223.2  
Jan 1, 20223.6  
Dec 1, 20212.8  
Nov 1, 20213.1  
Oct 1, 20213.3  
Sep 1, 20213.9  
Aug 1, 20213.6  
Jul 1, 20214.2  
Jun 1, 20215.4  
May 1, 20214.8  
Apr 1, 20215.8  
Mar 1, 20215.2  
Feb 1, 20214.8  
Jan 1, 20214.7  
Dec 1, 20204.3  
Nov 1, 20204.7  
Oct 1, 20205.2  
Sep 1, 20206.2  
Aug 1, 20206.7  
Jul 1, 20208.6  
Jun 1, 20209.1  
May 1, 202011.6  
Apr 1, 202013.2  
Mar 1, 20204.1  
Feb 1, 20203.9  
Jan 1, 20203.4  
Dec 1, 20192.7  
Nov 1, 20192.7  
Oct 1, 20193.1  
Sep 1, 20193.4  
Aug 1, 20193.2  
Jul 1, 20193.0  
Jun 1, 20192.8  
May 1, 20192.3  
Apr 1, 20193.0  
Mar 1, 20192.9  
Feb 1, 20192.9  
Jan 1, 20193.3  
Dec 1, 20182.8  
Nov 1, 20182.9  
Oct 1, 20183.2  
Sep 1, 20183.5  
Aug 1, 20183.2  
Jul 1, 20183.8  
Jun 1, 20183.1  
May 1, 20183.4  
Apr 1, 20183.3  
Mar 1, 20183.3  
Feb 1, 20183.6  
Jan 1, 20183.4  
Dec 1, 20173.3  
Nov 1, 20172.6  
Oct 1, 20173.2  
Sep 1, 20173.8  
Aug 1, 20173.9  
Jul 1, 20174.0  
Jun 1, 20173.4  
May 1, 20173.2  
Apr 1, 20173.9  
Mar 1, 20173.9  
Feb 1, 20174.0  
Jan 1, 20174.2  
Dec 1, 20164.0  
Nov 1, 20163.9  
Oct 1, 20164.3  
Sep 1, 20164.2  
Aug 1, 20164.2  
Jul 1, 20164.3  
Jun 1, 20163.7  
May 1, 20164.7  
Apr 1, 20164.5  
Mar 1, 20164.3  
Feb 1, 20164.7  
Jan 1, 20164.3  
Dec 1, 20154.0  
Nov 1, 20154.0  
Oct 1, 20154.0  
Sep 1, 20154.1  
Aug 1, 20154.0  
Jul 1, 20154.3  
Jun 1, 20153.9  
May 1, 20154.6  
Apr 1, 20154.0  
Mar 1, 20154.8  
Feb 1, 20155.2  
Jan 1, 20155.2  
Dec 1, 20143.9  
Nov 1, 20144.2  
Oct 1, 20144.3  
Sep 1, 20144.5  
Aug 1, 20145.0  
Jul 1, 20145.2  
Jun 1, 20144.4  
May 1, 20145.3  
Apr 1, 20145.2  
Mar 1, 20145.4  
Feb 1, 20145.5  
Jan 1, 20145.6  
Dec 1, 20135.5  
Nov 1, 20136.2  
Oct 1, 20136.2  
Sep 1, 20136.9  
Aug 1, 20136.2  
Jul 1, 20136.9  
Jun 1, 20136.4  
May 1, 20136.8  
Apr 1, 20136.4  
Mar 1, 20136.4  
Feb 1, 20137.2  
Jan 1, 20137.9  
Dec 1, 20127.5  
Nov 1, 20126.4  
Oct 1, 20127.0  
Sep 1, 20126.7  
Aug 1, 20127.3  
Jul 1, 20127.2  
Jun 1, 20126.9  
May 1, 20127.1  
Apr 1, 20126.9  
Mar 1, 20127.6  
Feb 1, 20128.4  
Jan 1, 20128.4  
Dec 1, 20117.9  
Nov 1, 20117.7  
Oct 1, 20117.7  
Sep 1, 20118.4  
Aug 1, 20118.9  
Jul 1, 20119.2  
Jun 1, 20119.2  
May 1, 20119.6  
Apr 1, 20119.4  
Mar 1, 20119.7  
Feb 1, 20119.9  
Jan 1, 20119.9  
Dec 1, 201010.0  
Nov 1, 20109.9  
Oct 1, 20109.5  
Sep 1, 20109.6  
Aug 1, 20109.5  
Jul 1, 201010.0  
Jun 1, 20109.9  
May 1, 201010.3  
Apr 1, 201011.1  
Mar 1, 201012.6  
Feb 1, 201012.1  
Jan 1, 201013.0  
Dec 1, 200911.9  
Nov 1, 200912.5  
Oct 1, 200912.2  
Sep 1, 200911.9  
Aug 1, 200911.8  
Jul 1, 200912.4  
Jun 1, 200912.6  
May 1, 200912.6  
Apr 1, 200912.4  
Mar 1, 200912.2  
Feb 1, 200911.5  
Jan 1, 200910.9  
Dec 1, 20088.3  
Nov 1, 20087.0  
Oct 1, 20086.2  
Sep 1, 20086.0  
Aug 1, 20085.7  
Jul 1, 20085.5  
Jun 1, 20085.2  
May 1, 20085.3  
Apr 1, 20084.8  
Mar 1, 20085.0  
Feb 1, 20085.0  
Jan 1, 20085.1  
Dec 1, 20074.6  
Nov 1, 20074.5  
Oct 1, 20074.3  
Sep 1, 20074.1  
Aug 1, 20073.6  
Jul 1, 20073.7  
Jun 1, 20074.0  
May 1, 20073.9  
Apr 1, 20074.6  
Mar 1, 20074.5  
Feb 1, 20074.7  
Jan 1, 20074.6  
Dec 1, 20064.0  
Nov 1, 20064.3  
Oct 1, 20063.7  
Sep 1, 20063.8  
Aug 1, 20064.1  
Jul 1, 20064.4  
Jun 1, 20063.8  
May 1, 20064.1  
Apr 1, 20064.5  
Mar 1, 20064.1  
Feb 1, 20064.9  
Jan 1, 20064.6  
Dec 1, 20054.5  
Nov 1, 20054.9  
Oct 1, 20054.8  
Sep 1, 20054.7  
Aug 1, 20054.7  
Jul 1, 20055.3  
Jun 1, 20054.4  
May 1, 20054.5  
Apr 1, 20054.8  
Mar 1, 20055.3  
Feb 1, 20055.3  
Jan 1, 20055.3  
Dec 1, 20045.1  
Nov 1, 20045.4  
Oct 1, 20045.3  
Sep 1, 20045.0  
Aug 1, 20044.9  
Jul 1, 20046.0  
Jun 1, 20045.6  
May 1, 20045.6  
Apr 1, 20045.8  
Mar 1, 20046.3  
Feb 1, 20046.3  
Jan 1, 20046.4  
Dec 1, 20035.9  
Nov 1, 20035.9  
Oct 1, 20036.0  
Sep 1, 20036.8  
Aug 1, 20036.7  
Jul 1, 20036.9  
Jun 1, 20037.0  
May 1, 20036.5  
Apr 1, 20036.7  
Mar 1, 20036.8  
Feb 1, 20036.7  
Jan 1, 20037.2  
Dec 1, 20026.6  
Nov 1, 20026.3  
Oct 1, 20025.9  
Sep 1, 20026.1  
Aug 1, 20026.2  
Jul 1, 20026.6  
Jun 1, 20026.6  
May 1, 20026.6  
Apr 1, 20027.2  
Mar 1, 20027.3  
Feb 1, 20027.0  
Jan 1, 20027.4  
Dec 1, 20016.3  
Nov 1, 20016.0  
Oct 1, 20015.8  
Sep 1, 20015.4  
Aug 1, 20015.5  
Jul 1, 20015.6  
Jun 1, 20015.0  
May 1, 20014.7  
Apr 1, 20014.4  
Mar 1, 20014.9  
Feb 1, 20014.6  
Jan 1, 20014.6  
Dec 1, 20003.3  
Nov 1, 20003.4  
Oct 1, 20003.6  
Sep 1, 20003.4  
Aug 1, 20003.4  
Jul 1, 20003.6  
Jun 1, 20003.1  
May 1, 20003.4  
Apr 1, 20003.7  
Mar 1, 20003.6  
Feb 1, 20003.4  

Did you try this?

Run Portfolio Suggestion Now

   

Portfolio Suggestion

Get suggestions outside of your existing asset allocation including your own model portfolios
All  Next Launch Module

Thematic Opportunities

Explore Investment Opportunities

Build portfolios using Macroaxis predefined set of investing ideas. Many of Macroaxis investing ideas can easily outperform a given market. Ideas can also be optimized per your risk profile before portfolio origination is invoked. Macroaxis thematic optimization helps investors identify companies most likely to benefit from changes or shifts in various micro-economic or local macro-level trends. Originating optimal thematic portfolios involves aligning investors' personal views, ideas, and beliefs with their actual investments.
Explore Thematic Ideas
Explore Investing Ideas  
Check out your portfolio center.
Note that this page's information should be used as a complementary analysis to find the right mix of equity instruments to add to your existing portfolios or create a brand new portfolio. You can also try the Funds Screener module to find actively-traded funds from around the world traded on over 30 global exchanges.

Other Complementary Tools

Equity Forecasting
Use basic forecasting models to generate price predictions and determine price momentum
Global Correlations
Find global opportunities by holding instruments from different markets
Stock Screener
Find equities using a custom stock filter or screen asymmetry in trading patterns, price, volume, or investment outlook.
Pattern Recognition
Use different Pattern Recognition models to time the market across multiple global exchanges
Theme Ratings
Determine theme ratings based on digital equity recommendations. Macroaxis theme ratings are based on combination of fundamental analysis and risk-adjusted market performance
Sign In To Macroaxis
Sign in to explore Macroaxis' wealth optimization platform and fintech modules
Piotroski F Score
Get Piotroski F Score based on the binary analysis strategy of nine different fundamentals
Portfolio Optimization
Compute new portfolio that will generate highest expected return given your specified tolerance for risk
Options Analysis
Analyze and evaluate options and option chains as a potential hedge for your portfolios
Bond Analysis
Evaluate and analyze corporate bonds as a potential investment for your portfolios.
Macroaxis helps investors of all levels and skills to maximize the upside of all their holdings and minimize the risk associated with market volatility, economic swings, and company-specific events. View terms and conditions
 
Feedback Blog
Made with optimal in San Francisco
2024 Macroaxis LLC
COMMON DESTINATIONS
MAIN CATEGORIES
COMPANY