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Develop (i) a context diagram, and (ii) a use case diagram to model the following functionalities of an online brokerage house.
eBroker is a discount online broker. An account holder of this brokerage firm can check the balance in his account, get stock quote, buy stocks or mutual funds, sell stocks or mutual funds, or research about a stock or a mutual fund. The account holder should log in to the site using his username and password before he can do any of the above functions. For buying or selling stocks, the user provides the number of stocks to buy or sell and the price. For mutual funds, the user provides only the total amount. After a buy or a sell transaction is completed, the system sends a confirmation to the account holder's email address. At the end of every month, the system sends an account statement to every account holder by email. The system sends a hard copy account statement to the account holder's home address also, if the account holder had requested so.
A large offshore accommodation barge is to be converted into a floating luxury hotel. It will be connected to a single point mooring buoy (SPM) in a beautiful inland loch where th
What are the Functions in Computer Programming? A program is completed up of one or more functions, with one of these being main(). Function is a self-contained block of progra
object oriented programming
Architecture and Components The .NET Framework 3.5 The .NET Structure (pronounced dot net) is an application framework that works generally on Enthusiasm Microsoft windows. It has
I need help with some simple matlab statements
In this assignment, you will design a program to perform the following task: Calculate the total price to purchase all the components required to build a state-of-the-art gaming c
the details on the two pictures on the link below : http://rak-up.com/up/files/18637.jpg ">http://rak-up.com/up/files/18636.jpg http://rak-up.com/up/files/18637.jpg
EXPLAIN CAI? AND ITS PITFALLS
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Linear Programming Consider the following optimization problem: min x s.t. x ≥ max{a1, a2, . . . , an} Rewrite this problem as a Linear Programming Problem. What is the
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