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    Minimization and contour point

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    Consider the minimization of *see attached for equation*
    subject to the constraint of *see attached for equation*

    (a) Graph the contour point of with y-axis
    and x-axis between -2 and 6.(on my paper there is a dot (between point (3,3)
    Estimate where extrema values may occur and compute the function values
    corresponding to these extrema.

    (b) Solve the problem in part (a) with the aid Lagrange multipliers. You may
    have to solve the equations numerically. Compare your answers with those in
    the part (a).

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    https://brainmass.com/math/optimization/minimization-contour-point-22507

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    See attachment please!

    Consider the minimization of
    subject to the constraint of

    (a) Graph the contour point of with y-axis
    and x-axis between -2 and 6.(on my paper there is a dot (between point (3,3)
    Estimate where extrema values may occur and compute the function values
    corresponding to these extrema.

    Solution. We used Maple and got the following graph

    where the green curves represent the contour lines of f(x,y) and from left to right, its value increases. The red one is the circle defined by

    Since we need to find the minimization of f(x,y) under a constraint . So, by the above graph, we can estimate the ...

    Solution Summary

    This set looks at minimization, contour points, and Lagrange multipliers.

    $2.49

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