contestada

A monopolist sells in two geographically divided markets, the East and the West. Marginal cost is constant at $50 in both markets. Demand and marginal revenue in each market are as follows:
QE = 900 - 2PE
MRE = 450 - QE
QW = 700 - PW
MRW = 700 - 2QW
a. Find the profit-maximizing price and quantity in each market
b. In which market is demand more elastic?

Respuesta :

batolisis

Answer:

A) QE = 400, PE = 250

     QW = 325, PW = 375

b) east market has more elastic market demand

Explanation:

Given data :

Marginal cost = $50 ( both markets )

demand and marginal revenue in each market are given differently

a) Determine/find the profit-maximizing price and quantity in each market

For east market :

50 = 450 - QE

hence QE = 450 -50 = 400

since QE = 400 ( quantity for east market )

400 = 900 - 2PE

PE = 250 ( PROFIT maximizing price for east market )

For west market

50 = 700 - 2QW

Hence QW = 325

since QW = 325

325 = 700 - pw

PW = 375

B) The market in which demand is more elastic is the east market because the quantity demanded is higher and also the profit maximizing price is lower as well

Otras preguntas