ECON 19 Chapter Notes - Chapter 2: Farad, Partial Derivative

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Most goals of economic agents depend on several variables. In this case we need to find the maximum and minimum of a function of several variables: The partial derivative of the function f with respect to x by a measures how f changes if we change x. 1 small amount and we keep all the other variables constant. The partial derivative of y with respect to x is. A more formal definition of the partial derivative is. The partial derivative of a partial derivative is called a second-order partial derivative. Under general conditions, the order in which partial differentiation is conducted to evaluate second- order partial derivatives does not matter. We want to know by how much f changes if we change all the variables by a small amount (dx. The total effect is measured by the total differential. A necessary condition for a maximum (or minimum) of the function f (x.

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