Question: 5. If x 2 1 prove that: MSx Proof. (a) Changing order of summation as in Theorem 3.3, Ex(n) = EE u(d) ner dn =

5. If x 2 1 prove that: MSx Proof. (a) Changing order of summation as in Theorem 3.3, Ex(n) = EE u(d)" ner dn = [ "(d)a g,d q,der = ["(d) E q der q5x/d = [u(d) . [x/d] (Lx/d] + 1) 2 der = Eu(n) - +

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