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SOLVED: Limsup and Liminf define the lim inf and lim sup of sequence as follows: lim inf an him infak k>n n03 nS0C lim sup On lim supak kzn- TOE nS0C Let
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SOLVED: Chapter 3 Sequences xercises JFind lim sup Xn and lim inf Xn if Xn is given by (a) ( 1)" (d) cos(ni ) , (1+4) nt (b) ( 1)"n, sin 72 (
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