Suppose the number of firms you compete with has recently increased. You estimated that as a result of the increased competition, the demand elasticity has increased from –2 to –3, i.e., you face more elastic demand. You are currently charging $10 for your product. What is the price that you should charge, if demand elasticity is -3?
As a result of the increased competition, the demand elasticity has increased from –2 to –3. You are currently charging $10 for your product. What is the price that you should charge, if demand elasticity is -3?
Let the marginal cost be MC. Optimum rule suggests that
P1 = MC*(E1/E1 + 1) and P2 = (E2/E2 + 1)
10 = MC*(-2/-1) and P2 = MC*(-3/-2)
MC = $5 and so P2 = 5*1.5 = $7.5
This implies that the price that you should charge, if demand elasticity is -3 is $7.5 per unit.
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