Max z = 2(x+0.5y)^0.5 -x -y, x>= 0 and y >= 0

dragonprince

New member
Joined
Oct 25, 2018
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1
Hi guys,

I need your help with this maximization problem with only nonnegativity constraints.

Max z = 2(x+0.5y)^0.5 -x -y
subject to: x>= 0 and y >= 0

I used Wolfram Alpha, and it gave me this result.

Screen Shot 2018-10-25 at 7.02.56 PM.jpg

I used the Lagrange-Kuhn-Tucker method, however, I got stuck. I am not sure if this is the right method though. Could you please guide me on this one?

Thanks a lot!
 
Hi guys,

I need your help with this maximization problem with only nonnegativity constraints.

Max z = 2(x+0.5y)^0.5 -x -y
subject to: x>= 0 and y >= 0

I used Wolfram Alpha, and it gave me this result.

View attachment 10415

I used the Lagrange-Kuhn-Tucker method, however, I got stuck. I am not sure if this is the right method though. Could you please guide me on this one?

Thanks a lot!

Why don't you show us how you goy to wherever it was that you became stuck?
 
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