Financing Deficits
Michael G. Webb
Abstract
Michael G. Webb
Abstract
It has long been recognised that enterprises charging prices equal to marginal costs might make financial deficits. This can occur, assuming a stable price level, and that the enterprise is built from scratch, if the production function exhibits increasing or constant returns to scale. In the constant-returns-to-scale case it is necessary that the enterprise should employ inputs which are subject to significant indivisibilities and that at the optimal capacity level a price equal to short-run marginal cost should be less than long-run marginal cost. The increasing-returns-to-scale case encompasses the classic market-failure case of the bridge, the demand curve for whose services lies at all points below the average total cost curve.
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It has long been recognised that enterprises charging prices equal to marginal costs might make financial deficits. This can occur, assuming a stable price level, and that the enterprise is built from scratch, if the production function exhibits increasing or constant returns to scale. In the constant-returns-to-scale case it is necessary that the enterprise should employ inputs which are subject to significant indivisibilities and that at the optimal capacity level a price equal to short-run marginal cost should be less than long-run marginal cost. The increasing-returns-to-scale case encompasses the classic market-failure case of the bridge, the demand curve for whose services lies at all points below the average total cost curve.
Key concepts: Returns to scale, Marginal cost, Economics, Constant (computer programming), Scale (ratio), Production (economics), Function (biology), Microeconomics