We assume that there are two goods that compete with each other, whose demand and...
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We assume that there are two goods that compete with each other, whose demand ₁ and 2 depend on their own price as well as on the price of the other good: For this situation, different price elasticities can be formulated, the so-called own-price elasticities of demand Exipi (P1, P2) = as well as the cross-price Ex₁,P2 (P1, P2) x1 = x1(P1, P2) x2 = x2(P1, P2). Əxi (p₁, p2) Pi др X1 elasticities of demand Əri(p1, p2) P2 дрг X1 and and Ex2,P2 (P1, P₂) Ex2.P1 (P1, P2) Əx2(p1, p2) P2 Әрг X2 Əx2(p1, p2) P1 əpi X2 (a) For the demand functions -3/2 1/2 21 = 8P₁ P2 x2 = 3p₁ P2 determine the respective own-price elasticities and the two cross-price elasticities. and 1/2-1/2 determine the respective own-price elasticities and the two cross-pric (b) How do the demands 1 and 2 change (approximately) if i. the price p₁ increases by 1%? ii. the price p2 decreases by 2%? We assume that there are two goods that compete with each other, whose demand ₁ and 2 depend on their own price as well as on the price of the other good: For this situation, different price elasticities can be formulated, the so-called own-price elasticities of demand Exipi (P1, P2) = as well as the cross-price Ex₁,P2 (P1, P2) x1 = x1(P1, P2) x2 = x2(P1, P2). Əxi (p₁, p2) Pi др X1 elasticities of demand Əri(p1, p2) P2 дрг X1 and and Ex2,P2 (P1, P₂) Ex2.P1 (P1, P2) Əx2(p1, p2) P2 Әрг X2 Əx2(p1, p2) P1 əpi X2 (a) For the demand functions -3/2 1/2 21 = 8P₁ P2 x2 = 3p₁ P2 determine the respective own-price elasticities and the two cross-price elasticities. and 1/2-1/2 determine the respective own-price elasticities and the two cross-pric (b) How do the demands 1 and 2 change (approximately) if i. the price p₁ increases by 1%? ii. the price p2 decreases by 2%?
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The formulae for calculating the elasticities are given in the question itself We ... View the full answer
Related Book For
Corporate Finance Core Principles and Applications
ISBN: 978-0077905200
3rd edition
Authors: Stephen Ross, Randolph Westerfield, Jeffrey Jaffe, Bradford
Posted Date:
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