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An experts systems must perform well that is achieve the same levels of performance in the domain of interest that human experts can achieve. But simply producing good solutions is not enough. Real experts not only produce good solutions but often find them quickly while novices tend to take much longer to find the same solutions. Thus an expert systems must be skilful apply its knowledge to produce solutions both efficiently and effectively suing the shortcuts or tricks that human experts use to eliminate wasteful or unnecessary calculations. To truly mimic a human experts an experts system also have robustness. This means having not only depth in subject but breadth as well.
1) This project will use an account class that has the members: string account_code; string first_name; string last_name; double balance; Provide a constructor that
#what is decoders? explain with diagram
Which is valid syntax of the Fork and Join Primitive? Ans. A valid syntax of the Fork and Join Primitive is as given below: Fork Join
Q. Prove using Boolean Algebra 1. AB + AC + BC' = AC + BC' 2. (A+B+C) (A+B'+C') (A+B+C') (A+B'+C)=A 3. (A+B) (A'+B'+C) + AB = A+B 4. A'C + A'B + AB'C + BC = C + A'B
Explain Implementation of the Circuits From the Boolean Expression? If the operation of the circuit is defined by a Boolean expression, a logic-circuit diagram can he implement
What is structured programming? Structured Programming: means the collection of principles and practices that are directed toward developing right programs which are simple to
How would ASP and ASP.NET apps run at the same time on the same server? Both ASP and ASP.net can be run at similar server, becuase IIS has the capability to respond/serve both
Explain the relationship amongst Translated address and Load time address. Translated address: Address assigned through the translator Load time address: Address ass
Explain the Design reusability of Verilog There is no concept of packages in Verilog. Functions and procedures used within a model should be defined in the module. To mak
Q. Reduce following to minimum literals and derive their complements. 1. [(AB)'A][(AB)'B] 2. ABC(ABC' + AB'C + A'BC) 3. (A+C+D) (A+C+D') (A+C'+D)(A+D')
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