Midterm 2 07' Solutions, no questions provided

# Midterm 2 07' Solutions, no questions provided - Part 1...

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Unformatted text preview: Part 1 % ========================= % PART A % A = [1 2 3; 4 1 6]; New A = [-99 2 -99; -99 1 -99]; A(1, 1) = -99; A(1, end) = -99; A(end, 1) = -99; A(end, end) = -99; % ========================= % PART B % Employees = [1 50000; 2 47000; 3 33000; 4 72000; 5 100000]; % Output = [3 33000; 2 47000; 1 50000; 4 72000; 5 100000] [sortedSal, ndx] = sort(Employees(:, 2)); sortedID = Employees(ndx, 1); RankedSalary = [sortedID sortedSal]; % ========================= % PART C % SimEqu = [2.8534; 3.3298; 0.3560] A = [2 5 -1; 10 -12 4; 3 0 -10]; B = [22; -10; 5]; SimEqu = A\B; % Or, equivalently, % C = [A B]; % SimEqu = rref(C); % ========================= % PART D % C = [1 2 3 4; 5 6 7 8; 9 10 11 12]; % Output = [1 2 3 4; 5 10 30 120; 9 90 2700 324000]; [rows, cols] = size(C); D = C; for r = 2:rows for c = 2:cols D(r, c) = D(r, c-1) * D(r-1, c); % Or (not equivalently, but still ok): % D(r, c) = C(r, c-1) * C(r-1, c); end end % ========================= % PART E % Output: -20525 sum = 0; for n = 1:2:100 sum = sum + n*log(1/n^2); % Recall: log() is natural log...
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## This homework help was uploaded on 03/30/2008 for the course CSE 131 taught by Professor Sticklen during the Spring '08 term at Michigan State University.

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Midterm 2 07' Solutions, no questions provided - Part 1...

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