marginal cost is 20 and the price elasticity of demand is -2.0 determine profit maximizing price
Price=MC×[e/(1+e)]Price=MC\times[e/(1+e)]Price=MC×[e/(1+e)]
where,MC=$20,e=−2.0where,MC=\$20, e=-2.0where,MC=$20,e=−2.0
so price =$20×[(−2.0)/(1+(−2.0))]=20×[(−2.0)/(−1)]=20×2=$40=\$20\times[(-2.0)/(1+(-2.0))]=20\times[(-2.0)/(-1)]=20\times2=\$40=$20×[(−2.0)/(1+(−2.0))]=20×[(−2.0)/(−1)]=20×2=$40
So the profit maximizing price =$40=\$40=$40
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