Find the value(s) of the function on the given feasible region.Find the minimum of

So, the optimal point is located at x = 9/5, y = -1/5, with λ = 8/5, and f(x, y) = 4. give these in 3dp

Given the function( ) ( 3)( 2)y x x x= + − , for4 4x−   . What is the value of x atwhich the function has a minimum?(A)32−(B)12−(C)12(D)32

In a maximization problem, what is the feasible region?  A. The area bounded by the constraint lines  B. The area outside the constraint lines  C. The area where the objective function is minimized  D. The area where the objective function is maximized

Yuna is asked to find the minimum value of the function shown.Which shows the function Yuna created and the minimum value of this function?

The minimum value of f(x) = 3x4 - 8x3 - 48x + 25 on [0, 3] is