calvinqc / software-quality-assurance

This is a group repo, which is created to work on Software Quality Assurance

SE187-Software-QA

Installation

To clone and run this repository you'll need Git and JUnit installed

Clone this repository

git clone https://github.com/NivlaCuong/SE187-Software-QA.git

Project Composition:

├── src/                    - Storing all projects of the course 
├── .gitignore              - Files that is not allowed to push on Git 
├── README.md               - Information of the project 
└── SE187-Software-QA.iml    

Authors

Calvin Nguyen - NivlaCuong

Cheng Chin Lim - Cheng Chin Lim

Sanford huynh - Sanford Huynh

License

Use of this source code is governed by an MIT-style license.

software-quality-assurance's Issues

Progress Bar

Some progress bars are circles. Assume we have a progress bar, that shows its progress as a sector of a circle. Imagine your screen as a square on the X, Y plane with its bottom-left corner at (0, 0), and its upper-right corner at (100, 100). Every point on the screen is either red or blue. Initially, the progress is 0%, and all points on the screen are blue. When the progress percentage, P, is greater than 0%, a sector of angle (P% * 360) degrees is colored red, anchored by the line segment from the center of the square to the center of the top side, and proceeding clockwise. Given the percentage completed and a point (X, Y), determine out whether that point will be red or blue.

Write a function that takes P (percentage completed), X (x coordinate of a point) and Y (y coordinate of the same point) as arguments and prints “RED” or “BLUE” as output. RED if the given point will be colored red and BLUE if the given point will have blue color for P% progress.

Draw control flow diagram for the same code you wrote above.

Write an Oracle including five test cases (with reasons). Draw the paths executed by these. State what percentage of statement, branch and path coverages are achieved.

Write additional test cases to achieve complete statement and branch coverage. Present these in a table separate from the Oracle.

Tower Of Hanoi

Write a recursive function that implements the Tower of Hanoi problem. Draw a control flow graph for this function