KonradZuse
  • KonradZuse
find the maximum and minimum values of the given quadratic form subject to the constraint > x^2+y^2 = 1; , and determine the values of x and y at which the maximum and minimum occur.
Linear Algebra
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KonradZuse
  • KonradZuse
find the maximum and minimum values of the given quadratic form subject to the constraint > x^2+y^2 = 1; , and determine the values of x and y at which the maximum and minimum occur.
Linear Algebra
schrodinger
  • schrodinger
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KonradZuse
  • KonradZuse
attachment coming.
anonymous
  • anonymous
it is a locus of circle |dw:1355114104235:dw|
KonradZuse
  • KonradZuse
1 Attachment

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KonradZuse
  • KonradZuse
what does that say? I see the numbers, not the words....
KonradZuse
  • KonradZuse
you can also see that it shows those values and such for the other answers, I'm just curious how you get those?
anonymous
  • anonymous
it just by graphical analysis but if desire u can do a hardwork to diff it equate it with zero taking two cases y=+/-((1-x^2) ^1/2)
anonymous
  • anonymous
in both ways u will get SAME answer
KonradZuse
  • KonradZuse
did you see my steps? Did I do it correctly?
anonymous
  • anonymous
ya sure
KonradZuse
  • KonradZuse
so that's a yes or meh? haha....?
anonymous
  • anonymous
what do u mean
KonradZuse
  • KonradZuse
Did you see what I did?: I'm confused at what I'm doing and what the answer for max min etc etc is?
anonymous
  • anonymous
yes show me
KonradZuse
  • KonradZuse
http://assets.openstudy.com/updates/attachments/50c5663ce4b066f22e10fcaf-konradzuse-1355114348414-linkaws.png I posted this link above...
anonymous
  • anonymous
where is ur work i cant see

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