ECON 201 Lecture Notes - Lecture 7: Isocost, Sunk Costs, Grocery Store

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The slope of each isocost is given by the relative prices of the inputs. Graphical characterization of the solution to the long-run cost minimization problem mathematically minimizing cost subject to a production constraint yields the lagrangian and its first-order conditions: 3. 5 corner point solutions the cost-minimizing input combination for producing q0 units of output occurs at point a where the firms uses no capital. At this corner point the isocost line is than the isoquant. Comparative statics analysis for output an increase in q0 moves the isoquant northeast as a firm increases output, the expansion path traces out the costminimizing combinations of inputs employed. Normal inputs: an input whose cost-minimizing quantity increases as the firm produces more output. Inferior input: an input whose cost-minimizing quantity decreases as the firm produces more output. Demand definition: a function that shows how the firm"s cost-minimizing quantity of input varies with the price of that input.

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