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The quantity of aggregate output supplied is highly sensitive to the price level, as seen in the flat region of the curve in the above diagram. Long-run aggregate supply (LRAS) — Over the long run, only capital, labour, and technology affect the LRAS in the macroeconomic model because at this point everything in the economy is assumed to be ...
If the substitution effect is stronger than the income effect then the labour supply slopes upward. If, beyond a certain wage rate, the income effect is stronger than the substitution effect, then the labour supply curve bends backward. Individual labor supply curves can be aggregated to derive the total labour supply of an economy. [1]
New classical economics made its first attempt to model aggregate supply in Lucas and Leonard Rapping (1969). [2] In this earlier model, supply (specifically labor supply) is a direct function of real wages: more work will be done when real wages are high and less when they are low. Under this model, unemployment is "voluntary". [3]
A firm's short-run supply curve is the marginal cost curve above the shutdown point—the short-run marginal cost curve (SRMC) above the minimum average variable cost. The portion of the SRMC below the shutdown point is not part of the supply curve because the firm is not producing any output. [13]
Whereas the long-run aggregate supply curve (LRAS) is vertical, the short-run aggregate supply curve will have a positive slope [5]: 377 or, in the extreme case of a completely constant price level, be horizontal. [5]: 268 The equation for the aggregate supply curve in general terms may be written as
A firm's labour demand in the short run (D) and a horizontal supply curve (S) The marginal revenue product of labour can be used as the demand for labour curve for this firm in the short run. In competitive markets , a firm faces a perfectly elastic supply of labour which corresponds with the wage rate and the marginal resource cost of labour ...
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Graphically, the AP L curve can be derived from the total product curve by drawing secants from the origin that intersect (cut) the total product curve. The slope of the secant line equals the average product of labor, where the slope = dQ/dL. [6] The slope of the curve at each intersection marks a point on the average product curve.