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The price elasticity of demand of good X is half the price elasticity of demand of good Y. A 25% rise in the price of good Y reduces its demand from 400 units to 300 units.Calculate percentage rise in demand of good X when its price falls from ₹ 10 to ₹ 8 per unit. |
Answer» Percentage Change in Demand = `(DeltaQ)/Qxx 100 = (-100)/ 400 xx 100 =-25% ` PRICEELASTICITY of Demand`(E_(d)) = ("Percentage Change in Quantity Demanded")/("Percentage Change in price ")=(-25%)/(25%)` Price Elasticity of Demand `(E_(d))= (-)1` Now,price Elasticity of Good X= (-) 0.5 (as elasticity of demand of good X is half the price elasticirty of demand of Good Y) . Lot us now calculate % rise in Demand for X percentage change in price = `(DeltaP)/P xx100 = (-2)/10 xx100= -20% ` `(-)0.5= ("Percentage Change in Quantity Demanded")/(-20)` Percentage change in Price `=(DeltaP)/(P)xx100=(-2)/(10)xx100=-20%` `(-)0.5 = ("Percentage Change in Quantity Demanded")/(-20)` Percentage rise in demand for X = 10% Demand for Good X will rise by = 10% |
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