Question: Probability For each integer m 2 1, we define 2m numbers bm,1, . .., bm,2m as follows: bm,i 1 0 (which does not depend on

Probability

For each integer m 2 1, we define 2m numbers bm,1, . .., bm,2m as follows: bm,i 1 0 (which does not depend on m) such that for all m 2 1, 2m Pr [ bm Xi > CIVmis i=1 10 (b) (10 marks) Show that there exists a constant c2 > 0 such that 2m lim Pr [ bm Xi > cavm ) 9 i=1 10

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