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Exercises week 2, Signal Analysis and MATLAB, , Radboud University

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This document contains the necessary exercises for assignment 2 of Signal Analysis and MATLAB (SOW-PSB3BC35E). I received full marks on this, so you know it's worth it ;)

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Exercises week 2
Table of Contents
Exercise 2.3 ....................................................................................................................................... 1
Task A .............................................................................................................................................. 1
Task B .............................................................................................................................................. 2
Exercise 2.4 ....................................................................................................................................... 3
Task 1 ............................................................................................................................................... 3
Task 2 ............................................................................................................................................... 3
Task 3 ............................................................................................................................................... 4
Task 4 ............................................................................................................................................... 4
Exercise 2.6 ....................................................................................................................................... 5
Task A1 ............................................................................................................................................. 5
Task A2 ............................................................................................................................................. 5
Task A3 ............................................................................................................................................. 5
Task B1 & B2 ..................................................................................................................................... 6
Task B3 ............................................................................................................................................. 6
Task C1 & C2 ..................................................................................................................................... 6
Task C3 ............................................................................................................................................. 6
Task D .............................................................................................................................................. 6
Exercise 2.9 ....................................................................................................................................... 7
Task 1 & 2 ......................................................................................................................................... 7
Task 3 ............................................................................................................................................... 9
Task 4 ............................................................................................................................................... 9
Task 5 ............................................................................................................................................... 9


Exercise 2.3
Task A
% Values for leg A
A = [3,5,1,3,2];
% Values for leg B
B = [1,3,2,7,2];
% Preallocate a 5x5 matrix for the results
C = zeros(5,5);
% Compute the combinations for the hypothenuse using Pythagoras' theorem
for i = 1:length(A);
l = 1:length(B);
C(i,l)=sqrt(A(i).^2+B(l).^2);
end
% Display the resulting matrix containing all hypotenuse lengths
disp('The length of the hypothenuse is')
disp(C)

The length of the hypothenuse is
3.1623 4.2426 3.6056 7.6158 3.6056
5.0990 5.8310 5.3852 8.6023 5.3852


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