Let x 1 ,x 2 , ,x n be positive machine numbers in Marc 32 Let S n denote the sum x 1 x n and let S n be the corresponding sum in the computer Prove that if x i 1 2 24 S i for every i then (S n S n ) S n (n 1)2 24

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Question: Let x 1 ,x 2 ,...,x n be positive machine numbers in Marc-32. Let S n denote the sum x 1 +...+x n and let

Let x₁,x₂,...,x_n be positive machine numbers in Marc-32. Let S_n denote the sum x₁+...+x_n and let S^*_n be the corresponding sum in the computer . Prove that if x_i+1 Let x1,x2,...,xn be positive machine numbers in Marc-32. Let Sn denote the 2^-24S_i for every i then (S_n^*-S_n)/S_n (n-1)2^-24

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