I am trying to find the maximun of the following dual variable function f(x,y) = a*(x to the power b) (y to the power c), where a, b and c are constant
with the following constraint g = d*(x to the power e) (y to the power f), where d, e and f are constant
I tried the Lagrangian method without success. Any suggestion on the method i should use?
with the following constraint g = d*(x to the power e) (y to the power f), where d, e and f are constant
I tried the Lagrangian method without success. Any suggestion on the method i should use?