Examine the following pseudocodes and express each as the number of iterations executed and represent the...
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Examine the following pseudocodes and express each as the number of iterations executed and represent the result in the form of 0 of a function: Question#1(2pts): Number of iterations of statement Sum++ Number of iterations of statement: A[k]=k sum 0; for (j=1; j<n; j++) Example 1 for (i=1; i<=j; i++) sum++; for (k=0; k<n; k++) A[k] Question#2: (2pts) ki for j := 1 to √n do sum [j] := 0; for i:= 1 to j2 do sum [j] sum [j] := end for; end for; return sum [1 . . √n ] ; + i; Examine the following pseudocodes and express each as the number of iterations executed and represent the result in the form of 0 of a function: Question#1(2pts): Number of iterations of statement Sum++ Number of iterations of statement: A[k]=k sum 0; for (j=1; j<n; j++) Example 1 for (i=1; i<=j; i++) sum++; for (k=0; k<n; k++) A[k] Question#2: (2pts) ki for j := 1 to √n do sum [j] := 0; for i:= 1 to j2 do sum [j] sum [j] := end for; end for; return sum [1 . . √n ] ; + i;
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Related Book For
Financial Algebra advanced algebra with financial applications
ISBN: 978-0538449670
1st edition
Authors: Robert K. Gerver
Posted Date:
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