Question

Hale's One Stop Gas and Auto Service competes with Murray's Gas and Service Mart. The local demand is given by: P = 2.50 - 0.01Q. Hale's marginal cost function is: (qH) = 0.35qH. Murray's marginal cost function is: (qM) = 0.30qM. Given the demand relationship above, Hale's marginal revenue function is: (qH, qM) = 2.50 - 0.02qH - 0.01qM. Determine Hale's reaction function. Murray's marginal revenue function is: (qM, qH) = 2.50 - 0.02qM - 0.01qH. Determine Murray's reaction function. What is the Cournot solution?

Answer

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