Multiple Choice

In a labor market model, the proportion of workers who accept a wage offer w is given by the formula P(w) = Pα((w-v)/τ + v - b), where is the cumulative distribution of unemployment utility, v is the value of a filled job, τ is a bargaining parameter, and b represents unemployment benefits. If the government decides to increase the level of unemployment benefits (b), what is the immediate effect on the acceptance probability P(w) for any given wage offer w, assuming all other factors remain constant?

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Updated 2025-07-22

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