Explain the Geometric Method of Measurement of Elasticity
Explain the Geometric Method of Measurement of Elasticity.
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Geometric or Point method: It developed by Marshall. It is used as a measure of the change in quantity demanded in way to a very small change in the price. Under this method we can measure the elasticity at any of given point on a straight line demand curve using the given formula as:ED = Lower section of the Demand curve/Upper section of Demand curve.
In the given diagram, AB is a straight line demand curve along with P as its middle point. Further this is assumed as AB is 6 cm. so,
ED = PB/PA=3/3=1; at point P
ED = P1B/P1A= 4.5/1.5= 3=>1; at point P1
ED = AB/A= 6/0= α (infinity); at point A
ED = P2B/P2A = 1.5/4.5 = 1/3 = <1; at point P2
ED = B/BA = 0/6 = 0; at point B
When this purely competitive labor market is firstly in equilibrium at D0L, S0L, an increase within the price of output will result into equilibrium being attained at: (w) D0L, S0L. (x) D1L, S1L. (y) D2L, S1L. (z) D1L, S0L. Q : Derived Demands for Resources Demands Demands for resources are derived since they: (1) depend upon producers supplies of such resources. (2) depend on consumers demands for the goods the resources produce. (3) rely on the availability of suppliers. (4) rely on the industry’s demand
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