Question: Consider the function f(x,y) = 7(x-7) 2 + 5xy+(7y-7) 2 +700. Find the stationary point of the function and determine whether it is a maximum,

Consider the function f(x,y) = 7(x-7)2 + 5xy+(7y-7)2+700.

Find the stationary point of the function and determine whether it is a maximum, minimum or a saddle point.

Then proceed as follows.

If the stationary point is a maximum, then enter below themaximum value of the function.

Ifthe stationary point is a minimum, then enter below the value of x that minimizes the function.

Ifthe stationary point is a saddle point,then enter below the value of y at the stationary point.

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