Online Auction System Use Case and Misuse Case Diagrams Mounika Challagundla‚ Graduate Student Dr. Natarajan Meghanathan‚ Associate Professor Department of Computer Science Jackson State University‚ Jackson‚ MS 39217‚ USA use case description • Registration: Anyone who want to participate in auction first they have to register to the system. • Login: The user will provide login details in order to access anything. • Post items: Once registered as a seller‚ the seller can start posting his
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Both Class Diagrams and Use Case Diagrams are used in the requirements determination of object oriented development. Object oriented development is an approach to system development that uses the object as the basic unit of systems analysis and design. Use case shows the relationships among actors and use cases within a system. Class diagrams are widely used to describe the types of objects in a system and their relationships The purpose of Use case diagram is that it shows the interaction
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USE-CASE DIAGRAM EXERCISE 1. Draw a use case diagram for an ATM machine with the following functionality. A customer’s interaction with the system involves logging in‚ making withdrawal requests‚ deposit requests‚ and balance inquiry requests. If the customer logs in‚ there is a possibility (although rare) that the system will confiscate the card (for example‚ if the login is incorrect or if the bank determines that the customer’s balance is significantly under zero). Card confiscation involves
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5.1 Use case diagram A use case diagram at its simplest is a representation of a user’s interaction with the system that shows the relationship between the user and the different use cases in which the user is involved. A use case diagram can identify the different types of users of a system. The different use cases and will often be accompanied by other types of diagrams as well. Figure 5.2: Use case Diagram 5.3 Use Case Analysis 5.3.1 Activity Diagram The following activity diagram represents
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CO2 Capture Technologies and Opportunities in Canada “Strawman Document for CO2 capture and Storage (CC&S) Technology Roadmap” Murlidhar Gupta‚ Irene Coyle and Kelly Thambimuthu CANMET Energy Technology Centre Natural Resources Canada 1st Canadian CC&S Technology Roadmap Workshop‚ 18-19 September 2003‚ Calgary‚ Alberta‚ Canada 1 Contents 1. 2. 3. 4. Introduction CO2 emission profile in Canada How to capture CO2 Types of CO2 capture technologies 4.1 Chemical/physical absorption
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Function Functions are basically the exact same as subroutines‚ except that they return a value. That means that the function itself has a type‚ and the function will return a value to the calling subroutine based on the code that it contains. An example of this would be a function that adds two numbers‚ shown below. A function is declared the exact same way as a subroutine‚ except using the "Function" keyword instead of "Sub". To return a value‚ assign a value of the proper type to the function’s
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department identify “happy” guests in order to provide these guests with resort promotions. The purposed solution is to install the Survey Management Application (SMA) on hotel computers. This program will allow hotel management to capture and store the survey responses electronically. Additionally‚ this program has reporting and tracking capabilities. Business Challenge/Background With the number of resort guests increasing it is becoming more difficult to keep track of the survey responses
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Fall ASSIGNMENT COVER SHEET Learner: Arlene P. Beckles THIS FORM MUST BE COMPLETELY FILLED IN Please Follow These Procedures: Attach this cover page to all word processed assignments. Include a title page as the first page of your document. On your title page and subsequent assignment pages‚ include a header that contains your last name‚ first initial‚ course code‚ dash‚ and assignment number (DoeJXXX0000-1) justified to the left and the page number justified to the right. The
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content Implementing ActiveX Signature Capture Control in Siebel Business Applications 8.1 and onwards with iSign (Version=4‚5‚0‚319) (Doc ID 1357500.1) Modified:Feb 27‚ 2013Type:BULLETIN In this Document Purpose Notice: Support Scope Details Using Siebel Signature Capture An Example Applies to: Siebel Tools - Version 8.1.1 SIA [21111] and later Information in this document applies to any platform. Area(s):Configuration - General‚
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Student Activity A Generic Function Use the generic graph of f(x) with domain [–6‚ –3] and [–2‚ 6] to answer the questions below. 7 Y 6 5 4 3 2 1 X -7 -6 -5 -4 -3 -2 -1 0 -1 1 2 3 4 5 6 7 -2 -3 -4 -5 -6 -7 1. What is the range of f(x)? 2. What is the domain? 3. On what intervals is f(x) decreasing? 4. On what intervals will the following statements be true? a) As x increases‚ y increases. b) As x increases
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