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assume that a profit maximizing firm's production function function is Q=50(K^0.8)(L^0.2), where K is capital and L is labor. The firm sell its product at
assume that a profit maximizing firm's production function function is Q=50(K^0.8)(L^0.2), where K is capital and L is labor. The firm sell its product at a competitive price$1 and hire labor at wage $40 and capital at rent$80, wtth a budget of $400.
a. Set up the firm's constraint
b. Use Lagrangian method to solve for the firm's profit maximizing capital,labor and output.
c. Solve for the Lagrange multiplier and interpretit.
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