Commit 2321abc3 by Laurent Heirendt

### Merge branch 'develop' into 'master'

```merge all

See merge request !2```
parents 53791084 c4c1d72d
README.md 0 → 100644
 # Repo for pratice and homework ## Homework on GitLab This exercise has to be done on your lab computer on which `Matlab` **is** installed. Don't forget to properly configure `git` with your username and email, as we explained in the training slides.
During the training, you committed to the [https://git-r3lab.uni.lu/git-training/practice](https://git-r3lab.uni.lu/git-training/practice) repository.
Your task is to create a fork of this repository, commit some code and create a merge request on `GitLab`. ## Homework: instructions - First, fork the [https://git-r3lab.uni.lu/git-training/practice](https://git-r3lab.uni.lu/git-training/practice) repository. - Create the new branch `homework_myName`. - Implement a new function (create a new file `sqrt_myName.m`) called `sqrt_myName(x)` that computes the square root of `x`. - Copy the `test.m` file to `test_myName.m` and change the names of the functions accordingly. - Before submitting the merge request, verify locally that your code is running properly. Simply execute it ```sh \$ matlab -nodesktop -nosplash < test_myName.m ``` and verify that no error is reported. - Create a merge-request. - Assign either Laurent (@laurent.heirendt) or Sylvain (@sylvain.arreckx) depending on your group and your merge-request will be reviewed by one of us.
That's it!
 %% function addTwoNumbers(a, b) returns the sum of a and b function c = addTwoNumbers(a, b) % c = a + b % addTwoNumbers(a, b) returns the sum of a and b % c = a + b; end
 %% function multiplyTwoNumbers(a, b) returns the product of a and b function c = multiplyTwoNumbers(a, b) % c = a * b % multiplyTwoNumbers(a, b) returns the product of a and b % c = a * b; end
test.m 0 → 100644
 % Test file addpath(genpath(pwd)) % add this folder and all subfolders to the path c = addTwoNumbers_myName(1, 1); % 1 + 1 d = multiplyTwoNumbers_myName(c, c); % 2 * 2 % test my sqrt function assert(sqrt_myName(d) == sqrt(d))
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