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Lagrange Multipliers
#3
Okay.
That means both f(1,1) and f(-1,-1) are both minimums because fxx = 10 (which is greater than 0), and there are no maximums.

I guess I was confused because I had just done another problem by solving for x and y, which had λ in its value, and substituting that into the constraint and solving for λ, then substituting that value into the x and y equations.

Can anyone explain what a lagrange multiplier is and how/why it works? I don't quite understand the textbook/wikipedia/google explanations.
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Messages In This Thread
Lagrange Multipliers - by Marksman Bryan - 2012-10-29, 12:41 AM
Lagrange Multipliers - by Rick - 2012-10-29, 12:55 AM
Lagrange Multipliers - by Marksman Bryan - 2012-10-29, 01:26 AM
Lagrange Multipliers - by VerrKol - 2012-10-29, 01:55 AM
Lagrange Multipliers - by Marksman Bryan - 2012-10-29, 02:06 AM
Lagrange Multipliers - by Rick - 2012-10-29, 02:27 AM
Lagrange Multipliers - by VerrKol - 2012-10-29, 04:08 AM
Lagrange Multipliers - by hadriel - 2012-10-29, 04:19 AM
Lagrange Multipliers - by SolicShooter - 2012-11-12, 12:21 PM
Lagrange Multipliers - by Marksman Bryan - 2012-11-12, 06:37 PM
Lagrange Multipliers - by VerrKol - 2012-11-12, 07:01 PM
Lagrange Multipliers - by SolicShooter - 2012-11-12, 07:36 PM
Lagrange Multipliers - by Marksman Bryan - 2012-11-12, 09:06 PM
Lagrange Multipliers - by VerrKol - 2012-11-12, 10:14 PM

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