Question

The Grand River Brick Corporation uses Business-to-Business internet technology to set output before Bernard's Bricks. This gives the Grand River Brick Corporation "first-move" ability. The market demand for bricks is: Qd = 1,000 - 100P P = 10 - 0.01Qd. Bernard Brick's marginal revenue curve is: (qB, qG) = 10 - 0.02qB - 0.01 qG. The marginal cost of producing an additional unit of bricks is constant at $2.00 for each firm. Determine Bernard's reaction function. Given that the Grand River Brick Corporation has this information and moves first, Grand River's marginal revenue curve is: (qG) = 6 - 0.01qG. Calculate Grand River Brick Corporations optimal output level. Does the "first-move" ability of the Grand River Brick Corporation allow them to capture a larger market share (note that the marginal revenue curves would be symmetric if Grand River did not have first-move ability)?

Answer

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