Highlights
Unit Learning Outcomes addressed:
a) Evaluate the efficiency and effectiveness of data structures and algorithms;
b) Demonstrate reasoning about efficiency of algorithms;
c) Assess and apply suitable recursive data structures and algorithms to IT systems and applications.
Assessment Task:
The assessment is about a design of a system using OOP.
ASSESSMENT DESCRIPTION:
This assessment is an individual report about the design of an OOP system using Data Structures and Algorithms. The report should follow the following structure using the actual case study that will be available on Moodle (in assessment section) by week 8.
5.1 Variables, Ranges and Keys
5.2 Operations and the Justification
5.3 Algorithms and the Justification
5.4 Modifications
CASE STUDY:
This assessment is an individual report.
You are required to design an Inventory management system for a small business of clothing. Assume that there are:
This business is a small business where the system should perform the day-to-day office activities. For this small business what would be the range of activities that will be implemented here.
Then specify the range of operations which will be needed for this Inventory management system. For each of these operations, discuss the most suitable sorting or searching method and why your chosen algorithm for each operation is the most appropriate.
Now, your work has been recognised and Amazon Australia wants to use your Inventory management System. It has huge range of products, customers associated with the business. They have:
What changes, if any, would you make to your system for Amazon Australia to be able to use it effectively and efficiently?
TASKS TO BE COMPLETED
Given the above information:
a) Decide the appropriate variables, keys and ranges to be used in the system. Justify.
b) The operations that Inventory management system should support.
c) Algorithms for the operations that your system should support. Also, justify the choice of algorithms.
d) Changes for the Amazon Australia, if any, to be made in the original system. Justify.
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