The demand for Fab-4 ice cream is given by p = α − βq . The supply of Fab-4 ice cream is provided by John, Paul, George and Ringo, each of whom faces an identical cost function ci = cqi , i = 1,2,3,4. John and Paul are early risers and produce their ice cream at 7.00am.
George and Ringo wake up a little later and produce their ice cream at 8.00am. The market opens at 9.00am:
(a) Calculate the equilibrium total output of Fab-4 ice cream.
(b) Calculate the equilibrium outputs and profits for John, Paul, George and Ringo.
demand = p = α − βq
cost function ci = cqi , i = 1,2,3,4
their are 4 supplier so, perfect competition then price = marginal cost
marginal cost = d(cqi) / dqi = c
price (p) = c
(a) the equilibrium total output of Fab-4 ice cream.
c = α − βq
q = (α - c) / β answer
(b)the equilibrium outputs and profits for John, Paul, George and Ringo.
as all having same cost function so, will have equal market share
each will produce (α - c) / 4β answer
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