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Image Analyst
Image Analyst le 23 Déc 2017
Modifié(e) : Image Analyst le 24 Déc 2017

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Break it into 3 parts. A function to compute the first sum, a function to compute the second sum, and a script to call those two functions and subtract them and square them and do it 29 times, then add the final terms. Shouldn't be too hard. Show your work if you get stuck
s3 = 0;
for i = 2 : 30
s1 = sum1(x); % Call function sum1().
s2 = sum2(x); % Call function sum2().
s3 = s3 + (s1 - s2^2 - 1)^2;
end
s4 = s3 + x(1)^2 + (.......... etc.

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Walter Roberson
Walter Roberson le 23 Déc 2017

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V = @(M) M(:);
part1 = sum(bsxfun( @times, V(x(2:30)), 1:9 ) .* bsxfun(@power, (1:29).'/29, 0:8 ), 2);
part2 = sum(bsxfun( @times, V(x(2:30)), bsxfun(@power, (1:29).'/29, 1:9 )), 2).^2;
part3 = sum((part1 - part2 - 1).^2);
result = part3 + x(1).^2 + (x(2) - x(1).^2 - 1).^2;

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