Data on state household incomes released yesterday by the U.S. Census Bureau illustrate once again just how critical unions are in building a strong middle class, as states with greater union membership continued to have more robust middle classes than those with lower union membership in 2012.
Maintaining a strong and vibrant middle class is essential for all states, as prosperous middle-class households are among the most powerful drivers of economic growth and among the most critical contributors to economic mobility.
Labor unions strengthen the middle class by advocating for workers’ interests both in the workplace and in the political arena. By fighting for fair wages and basic benefits, as well as defending programs such as Social Security and the minimum wage, organized labor helps promote upward mobility for all workers and ensures that our democracy works for the middle class. As today’s data make clear, unions fulfill this essential role not only at the national level but at the state level as well.
This fact becomes readily apparent when comparing the strengths of middle classes in states with higher and lower unionization rates in 2012. To measure this strength, we look at the percentage of aggregate state income taken home by the middle 60 percent of households last year—essentially, the share of a state’s economic pie that went to families in the middle class. Of the five states with the lowest unionization rates in 2012—North Carolina, Arkansas, South Carolina, Mississippi, and Georgia—all had middle classes of below-average strength. On the other end of the spectrum, four of the top five union states—Alaska, Hawaii, Washington, and Rhode Island—had middle classes of above-average strength.
Further illustrating this divide is the gap between the average percent of total state income going to the middle class in the top 10 and bottom 10 most-unionized states. In the top 10 most-unionized states, households in the middle class received 47.4 percent of total state income on average; in the bottom 10 states, households in the middle class received only 46.8 percent. While a difference of 0.6 percentage points may not initially appear large, in 2012, 0.6 percent of Pennsylvania’s aggregate income, for example, would have equaled over $2 billion, or almost $700 per middle-class household.
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)
Together, these figures illustrate once again just how tangible of an impact organized labor has on the everyday lives of middle-class families. When the middle class does well, so does the American economy. But to rebuild both, we must ensure that unions are strong enough to fight for middle-class interests in the workplace and in the political arena.
David Madland is Director of the American Worker Project at the Center for American Progress Action Fund. Keith Miller is a Research Assistant with the American Worker Project.