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Explain the uses of arithmetic processor
A processor has arithmetic processor (as a sub part of it) which executes arithmetic operations. The data type, assumed to reside in the processor, registers during execution of an arithmetic instruction. Negative numbers can be in a signed magnitude or signed complement representation. There are three ways of demonstrating negative fixed point these are- binary numbers signed magnitude, signed 1's complement or signed 2's complement. Most computers use signed magnitude representation for mantissa.
The UNIX operating system for a multiprocessor system has a number of extra features as compared to normal UNIX operating system. Let's first consider the design objectives of mul
what is Asynchronous Finite State Machines?
Call by value and Call by reference Call by value means sending the values of the arguments- The value of each of the original arguments in the calling function is copied in
Explain bit-O-Ring technique. The micro program represents that branches are not always made to a one branch address. This is a direct consequence of combining easy micro routi
The salient features of hyper threading are: i) Improved support for multi-threaded code, permitting multiple threads to run concurrently. ii) Response time and improved rea
Define the Example Client-server Implementations Once you accept the client-server mindset, the process of architecting and developing applications becomes rather easy. Clearly
Describe the advantage of using Booth algorithm? Ans: a) It achieves efficiency in the number of additions needed when the multiplier has a few large blocks of 1's. b) It
What is a switchboard A switchboard is only a form with command button that open other switchboard or perform tasks like opening forms and printing reports. Switchboard is a t
Applications Of Parallel Processing Parallel computing is an development of serial computing that effort to emulate what has always been the affirm of affairs in the natural wo
Drawbacks to resolution theorem: Thus the underlining here identifies some drawbacks to resolution theorem proving: It only works for true theorems that can be expresse
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