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April 19, 2026 

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AGGREGATE DEMAND DETERMINANT: A ceteris paribus factor that affects aggregate demand, but which is assumed constant when the aggregate demand curve is constructed. Changes in any of the aggregate demand determinants cause the aggregate demand curve to shift. While a wide variety of specific ceteris paribus factors can cause the aggregate demand curve to shift, it's usually most convenient to group them into the four, broad expenditure categories -- consumption, investment, government purchases, and net exports. The reason is that changes in these expenditures are the direct cause of shifts in the aggregate demand curve. If any determinant affects aggregate demand it MUST affect one of these four expenditures.

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TOTAL REVENUE AND TOTAL COST: A profit-maximizing firm produces output where the difference between total revenue and total cost, that is economic profit, is the greatest. This total revenue and total cost approach to identifying profit-maximizing production can be accomplished using either a table of numbers of a set of curves. However, the end result is the same. Profit-maximizing production takes place at the quantity generating the greatest difference between total revenue and total cost. An added benefit of performing the analysis with curves, however, is the observation that profit-maximizing production occurs where the slopes of the total revenue and total cost curves are equal.

     See also | total revenue | total cost | short-run production | economic profit | profit maximization | marginal revenue and marginal cost | profit curve | marginal revenue | marginal cost |


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ARC ELASTICITY

The average elasticity for discrete changes in two variables. The distinguishing characteristic of arc elasticity is that percentage changes are calculated based on the average of initial and ending values of each variable, rather than initial values. Arc elasticity is generally calculated using the midpoint elasticity formula. The contrast to arc elasticity is point elasticity. For infinitesimally small changes in two variables, arc elasticity is the same as point elasticity.

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