Find the minimum and maximum values of the given functions in the indicated region. f(x,v) = x² – 6x + y² – 4y, on the closed regin bounded by the x axis, the y axis and the line x +y=7 Min. f(7,0)=7, Max. f(0,7)=21 a. b. Min. f(3,2) = 13, Max. f(7,0) = 7 c. Min. f(2,3) = – 11, Max. f(0,7) = 21 d. Min. f(3,2)= – 13, Max. f(0,7)=21 Min. f(2,3)= 13, Max. f(0,7) =21 е.

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