Question: Consider the optimization problem min_z = f(x,y) = (y = x) x. I,YER (a) Show, by inspection, that the problem is unbounded. (b) Show

Consider the optimization problem min_z = f(x,y) = (y = x) x. I,YER (a) Show, by inspection, that the problem is unbounded. (b) Show that for any fixed direction vector (a, b), we find lim f(ta, tb) = . to (c) Discuss the apparent contradiction in the above two results.

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