Pay that reaches the household
About 22.2 million workers, one in seven of everyone earning a wage, would be paid more, on average about 3,200 dollars a year each. Most of them are in the bottom two fifths of the income distribution, where the same dollar buys necessities rather than savings.
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Value
The stream is money moving from employers to the workers they employ, and money is priced at the middle of the scale wherever it appears. What makes this argument worth more than the one that pays for it is not the value class but where the money lands: a wage rise concentrated on households in the bottom two fifths does more than the same sum spread across customers and owners. That difference is carried in the Impact, not here, which is why the wage bill appears twice in this evaluation — once on this side at the recipients' weight and once against it at the payers'. Nothing is counted here for dignity, standing or the feeling of being paid properly, which are real and are not a separate good that can be added without counting the money twice. The part of the wage rise that public budgets claw back through lower benefit payments is taken out below and appears as its own argument. The value is the middle of the scale, and the whole weight of this argument sits in where the money lands rather than in what kind of good it is.
Impact
The Economic Policy Institute puts the wage bill at 70 billion dollars a year once the floor reaches 17 dollars, spread across 22.2 million workers, an average of about 3,200 dollars a year for those working year-round [1]. Two corrections come off that. Some of it is never paid, because minimum wage law is imperfectly enforced and violations concentrate in exactly the industries this reaches; 12 percent is taken off, in a range from 5 to 20 percent. Some of it is taken back in hours, since employers facing a higher hourly cost schedule fewer hours for the same work; 10 percent is taken off, in a range from nothing to 25 percent, which is where the disagreement between the American studies sits. That leaves 55.4 billion dollars, or 47.8 billion euro at 1.16 dollars to the euro. A quarter of it does not stay with the household, because higher earnings withdraw nutrition assistance, housing subsidy and health coverage as they rise; that quarter is booked separately as a gain to public budgets. The remaining 35.8 billion euro reaches households whose place in the income distribution gives a euro a weight of 1.8, in a range from 1.4 to 2.3. The Impact is the largest in this debate, and it is large because 22.2 million people is a seventh of everyone who earns a wage.
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| Additional wages once the floor reaches 17 dollars [1] | 22.2 million workers, about 3,200 dollars a year each | 70 billion dollars a year | |
| × | Never paid, because the floor is imperfectly enforced Setting, range 5 to 20 percent: wage violations concentrate in the industries this reaches | − 12 % | 61.6 billion dollars a year |
| × | Taken back in hours by employers Setting, range 0 to 25 percent: this is where the American studies disagree with one another [4] | − 10 % | 55.4 billion dollars a year |
| ÷ | In euro exchange rate used throughout this evaluation | 1.16 dollars to the euro | 47.8 billion euro a year |
| × | Share that stays with the household the remaining quarter is withdrawn as benefits and is booked as its own argument, so that it is not counted twice | 75 % | 35.84 billion euro a year |
| × | Weight of a euro at these incomes Setting, range 1.4 to 2.3: most affected workers are in the bottom two fifths, some in the middle fifth | 1.8 | 64.52 billion euro a year |
| ÷ | Normalised Impact scale of this evaluation | 10 billion euro a point | 6.45 |
Plausibility
The size of the wage bill is among the better-identified quantities in labour economics, and the disagreement is about employment rather than about the raises themselves. The counterfactual is the wage structure as it would stand with only state floors, which is what the bunching estimator of Cengiz, Dube, Lindner and Zipperer constructs from 138 state minimum wage increases: it counts the jobs that disappear from below the new floor and the jobs that appear just above it, and finds the two almost exactly offset [4]. That design is quasi-experimental and it is the one that carries this number. The confounder that matters is that states raise their minimum wages when their labour markets are already strong, which would make any raise look cheaper than it is; the estimator handles it by comparing each state against its own wage distribution rather than against other states. Reverse causation runs the same way and is answered by the same construction. What remains uncertain is the extrapolation: 17 dollars would be a higher bite relative to the median wage in Mississippi or Alabama than anything in the American record, so the compliance and hours corrections above are wider than the study's own error bars. It is held level with the two arguments that book the same sum on the other side of the ledger, because a wage bill that moves for the people who receive it moves for the people who pay it, and it cannot be more certain in one direction than in the other. Read back: in about seven of ten comparable cases a raise of roughly this size arrives. The Plausibility is high but not at the ceiling: the mechanism is measured, and the size of the step beyond the measured range is not.
Counterfactual: the wage structure under state floors alone, reconstructed from each state's own wage distribution. Design: quasi-experimental — bunching estimator over 138 state minimum wage increases, counting missing jobs below the new floor against excess jobs just above it [4]. Confounder: states legislate raises when their labour markets are strong, which would understate the cost; handled by the within-state counterfactual. Direction: reverse causation runs through the same channel and is answered by the same construction. Ceiling: quasi-experimental 8.0 binds below the converging-studies ceiling of 9.0. The step beyond the measured range is carried in the compliance and hours bands, not in P. Held at 7.0 to match con-1 and con-2, which book the same sum on the paying side.