a) Let p > 1. Find all extrema of f(x) = nk=1 x2k subject to the constraint
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b) Prove that
for all x1,..., xn R, n N, and 1
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n1/2 n2-p)/p)
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a By symmetry we may suppose that each x j 0 Since t p pt p1 exists for all t R and p 1 it follow...View the full answer
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