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a. Check the differentiability Of the lexicographic preferences in b. Assume that is monotonic, differentiable, in addition for every the (the Set Of directions)
a. Check the differentiability Of the lexicographic preferences in b. Assume that is monotonic, differentiable, in addition for every the (the Set Of directions) is to the Set + d) (the Set Of Changes). What Can you Say about Z ? c. Assume that is a monotonic, Convex, and preference relation. [At = {d E there exists > that for that d E C but not necessarily d. Consider the preferences defined by (K = 2): Show that these are not continuous but nevertheless are dif according to our definition.
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