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| | Local extreme values of a function of two variables |
 | | The local maximum values of f(x,y) occur at the same points as the local minimum values of g(x,y) = -f(x,y). |
 | | Thus we see that g(x,y) = -f(x,y) has a local minimum value of -31.3881 at x = 1.25 and y = -0.214286, which implies that f(x,y) has a local maximum value of 31.3881 at this point. |
 | | Since this local maximum value of f(x,y) is also the global maximum value of f(x,y), we see that f(x,y) has a global maximum value of of 60104.3 when x = 646.957 and y = 31.3043. |
| www.mathcs.emory.edu /~fox/NewCCS/ModuleIII/ModIIIP6.html (903 words) |
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