Problem 6.4 The following code search if a given number (num) has at least one “approximate” match in a pre- defined array (V) within a tolerance of 0.1%. Rewrite and “optimize” the code using a while loop. Test the code and show output in your diary file. clc clear N = 1000; V = rand (N,1); num = rand (1); find false; for ii=1:N if num >= V(ii) *0.999 && num <= V (ii) *1.001 end find = true; end disp(find)

Database System Concepts
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ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Problem 6.4
The following code search if a given number (num) has at least one "approximate" match in a pre-
defined array (V) within a tolerance of 0.1%. Rewrite and “optimize" the code using a while loop.
Test the code and show output in your diary file.
clc
clear
N = 1000;
V
num
rand (N,1);
rand (1);
find false;
for ii=1:N
end
if num >= V(ii) *0.999 && num <= V (ii) *1.001
end
find = true;
disp (find)
Transcribed Image Text:Problem 6.4 The following code search if a given number (num) has at least one "approximate" match in a pre- defined array (V) within a tolerance of 0.1%. Rewrite and “optimize" the code using a while loop. Test the code and show output in your diary file. clc clear N = 1000; V num rand (N,1); rand (1); find false; for ii=1:N end if num >= V(ii) *0.999 && num <= V (ii) *1.001 end find = true; disp (find)
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