Can someone explain me step by step how to solve this problem Minimize with constraint Find Partial Derivatives Fx Fy FLambda F acheives its minimum at x= y= lambda= f= please help!
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Originally Posted by v3ndetta Can someone explain me step by step how to solve this problem Minimize with constraint Find Partial Derivatives Fx Fy FLambda F acheives its minimum at x= y= lambda= f= please help! $\displaystyle F(x,y,\lambda)=-9x^2-2xy+y^2+1-\lambda(6x-y-12)$ From here just take the partials and solve the sytem of equations. If you need more help show what you have done and where you are stuck
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