...Project Synopsis Presentation (SMU GHANA) Course: BSCIT Semester:3 Student Name: DAVIES OMOYEMI ABDUL-WAHAB Student Reg. No.: 1304000487 Project Title : ONLINE HOSTEL MANAGEMENT SYSTEM Supervisor Name: MR ERIC TWUMASI Aims & Objectives of the Project: The aim of this project is to: 1. To design an online hostel management system where each user’s activity is in a computerized way rather than the usual manual process which appears to be time consuming. 2. To upgrade the hostel booking system from manual hand book registration to an online registration. The objective of the entire activity is to automate the process of day to day activities of the hostel. For example: 1. Admission of a new customer, 2. Assign a room according to customer’s demand, 3. Checkout of a costumer and releasing the room 4. Packages available. 5. Feedbacks and to create a standard compliance website that will demonstrate the following qualities; 1. Proper organization. 2. Very informative. 3. User friendly. 4. Data Integrity 5. Students can store his or her information Literature Survey and overview of the project: Manual hostel management system is a very tedious process, this is because it involves work load and time comsumption. This new system is to create an easy way to manage the hostel details, room details, student records, mess expenditure, easy way of room allocation and hostel attendance. Thus a lot of repetition can be easily evaded...
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...Bachelor of Science in Information Technology (BScIT) – Semester 1/ Diploma in Information Technology (DIT) – Semester 1 BT0064 – Digital Logic ------------------------------------------------- Assignment Set – 1 Q1. Convert the following octal numbers to base 10 a. 273 Answer: 187 b. 1021 Answer: 529 Q2. What is a logic gate? Answer: When we deal with logical circuits (as in computers), we not only need to deal with logical functions; we also need some special symbols to denote these functions in a logical diagram. There are three fundamental logical operations, from which all other functions, no matter how complex, can be derived. These functions are named and, or, and not. Each of these has a specific symbol and a clearly-defined behavior, as follows: | | The AND GateThe AND gate implements the AND function. With the gate shown to the left, both inputs must have logic 1 signals applied to them in order for the output to be a logic 1. With either input at logic 0, the output will be held to logic 0.If your browser supports the Javascript functions required for the demonstrations built into this page, you can click the buttons to the left of the AND gate drawing to change their assigned logic values, and the drawing will change to reflect the new input states. Other demonstrations on these pages will work the same way.There is no limit to the number of inputs that may be applied to an AND function, so there is no functional limit to the number...
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