This principle helps explain the shape of supply curves and the limits to production expansion. The rule that a firm should produce up to the point where marginal revenue equals marginal cost is a fundamental guideline in economic theory.
Marginal Analysis: Maximizing Policy Benefits and Cost Efficiency
Understanding this definition is fundamental for analyzing how individuals, firms, and governments allocate scarce resources in a world of unlimited wants. When marginal revenue exceeds marginal cost, producing an additional unit adds to total profit.
If a factory is considering whether to run an extra shift, the decision hinges on whether the revenue from one more unit exceeds the cost of producing it, not on the overall average cost of production. As a firm adds more variable input, such as labor, to a fixed amount of capital, the additional output produced by each new worker will eventually decrease.
Marginal Analysis: Maximizing Policy Benefits and Cost Efficiency
Conversely, if the marginal cost is higher than the average, it will pull the average up. It is entirely possible for the marginal cost of producing an additional unit to be lower than the average cost, which will pull the average down.
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