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Partial Derivatives

ECON 331 Multivariable CalculusPartial DerivativesSingle variable calculus is really just a special case of multivariable calculus . For thefunctiony=f(x), we assumed thatywas the endogenous variable,xwas the exogenousvariable and everything else was a parameter. For example, given the equationsy=a+bxory=axnwe automatically treateda,b,andnas constants and took the derivative of y with respectto x (dy/dx). However, what if we decided to treatxas a constant and take the derivativewith respect to one of the other variables? Nothing precludes us from doing this. Considerthe equationy=axwheredydx=aNow suppose wefind the derivative ofywith respect toa,but TREATxas the we just reversed the roles played byaandxin our Variable Case:letz=f(x, y),whichmeans zis a function ofxandy.

Multivariable Calculus Partial Derivatives Single variable calculus is really just a ”special case” of multivariable calculus. For the function y = f(x), we assumed that y was the endogenous variable, x was the exogenous ... Quotient Rule: given z = g(x,y) h(x,y) and h(x,y) 6=0

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  Rules, Derivatives, Calculus, Quotient, Quotient rule

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