LaGrange Multipliers - Finding Maximum or Minimum Values
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A hero. A hero, I say!
3 months ago 24
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Legen...wait for it.......DAry!
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i love you
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This is better than my colleges in my native tongue!
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Thank you!!! Finally, I got an idea on what to do on our Lagrange assignment! :D
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THANK YOU! wow, away with lecturers in uni!
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@lXxxAXMAGxxXl Isn't that the case with a constrained minimization problem which involves inequalities?
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In my homework I had f(x,y)=3x-2y with the constraint g(x)=x^2+2y^2=44. After solving, my x values were +6 and -6 and my y values were +2 and -2. My question is, how do I figure out the order to put those values into the original function to find the answer? I tried to put them in like f(6,2)=3(6)-2(2) to get max= 14 and f(-6,-2)=3(-6)-2(-2) to get min = -14 and I got it wrong (it's min = -22 and max = 22). Any ideas? My final is tomorrow and this is one of the only things I am stuck on.
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Up all night studying for my vector calculus final in the morning. You rock, dude!
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thank you so much, you explain it so simply, its perfect!
CatchPhraseLingo 2 days ago
@CatchPhraseLingo wonderful : )
patrickJMT 1 day ago
yeah seriously, i know i've said this before and everyone else on this video has, but i seriously love you. i'm going to find a way to worship you in real life.
ApostasyXVIII 1 month ago 6
@ApostasyXVIII a shrine with some candles works
patrickJMT 1 month ago 15
I will spread the gospel of Patrick the Great!!!!!
lobsidedballs 2 months ago 2
@lobsidedballs thanks! tell everyone you meet about the videos. EVERYONE!! : )
patrickJMT 2 months ago