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July 18, 2025 

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HOMOGENEOUS OF DEGREE ONE: A property of an equation the exists if independent variables are increased by a constant value, then the dependent variable is increased by the same value. In other words, if the independent variables are doubled, then the dependent variable is also doubled. This property often surfaces in the analysis of production functions. A production function homogeneous of degree one is said to have constant returns to scale.

     See also | homogeneous | production function | independent variable | dependent variable | constant returns to scale | homogeneous of degree n | homogeneous of degree zero | economies of scale |


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PERFECT COMPETITION, LONG-RUN PRODUCTION ANALYSIS

In the long run, a perfectly competitive firm adjusts plant size, or the quantity of capital, to maximize long-run profit. In addition, the entry and exit of firms into and out of a perfectly competitive market guarantees that each perfectly competitive firm earns nothing more or less than a normal profit. As a perfectly competitive industry reacts to changes in demand, it traces out positive, negative, or horizontal long-run supply curve due to increasing, decreasing, or constant cost.

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