ECON 50 Chapter Notes - Chapter 21: Longrun, Substitute Good, Production Function

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Study behavior of profit maximizing firms in competitive, noncompetitive markets. How minimize costs of producing any given level of output. How to choose most profitable level of output. Suppose 2 factors of production, prices w1 and w2, want to figure out cheapest way to produce given level of output y. Let x1 and x2 measure amounts used of two factors, f(x1, x2) production function of firm. Write problem as min w1x1+w2x2, such that f(x1, x2)=y. Solution: minimum costs necessary to achieve desired output, function c(w1, w2, y) Called cost function measure minimal costs of producing y units of output when factor prices (w1, w2) Depict costs and technological constraints facing firm on same diagram, isoquants give technological constraints, all combinations of x1 and x2 to produce y. Suppoe want to plot all the combinations of inputs that have some given level of cost c, w1x2+w2x2=c. Straight line with slope of -w1/w2 and vertical intercept c/w2.

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