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Q. What do you mean by instruction cycle?
We have considered the instruction execution in previous section. Now let's consider more about different types of instruction execution.
What are the different types of operations which can be required by computer for execution of instruction? Following are probable steps:
So in general execution cycle for a individual instruction can involve more than one phase and memory references and an instruction might ask for an I/O operation. Determining the steps above let's work out a more comprehensive view of instruction cycle. Figure below gives an illustration of an instruction cycle.
Q. Explain about Instruction Register and Flags? The Instruction Register: It comprises the operation code (opcode) and addressing mode bits of the instruction. It assists in
Draw the circuit diagram of a Master-slave J-K flip-flop using NAND gates. What is race around condition? How is it eliminated in a Master-slave J-K flip-flop? Ans. Using NA
Q. Write a program to find 1's and 2's complement of a Binary number. Perform necessary checking that if entered number is not a valid number, ask user to enter valid Binary n
How would you kill a process? The "kill" command takes the PID as one argument; this signifies which process to terminate. The PID of a process can be got using "ps" command
What are advantages and disadvantages of using EEPROM? The benefits are that EEPROM do not have to be removed for erasure. Also it is possible to delete the cell contents selec
Determine the uses of Smart cards These comprise embedded microchips and receive power from the card readers; Microchip is made up of RAM, ROM and 16-bit processor and the st
What is Hamiltonian path? A Hamiltonian path in a directed graph G is a directed path that goes by each node exactly once. We consider a special case of this difficulty where
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Variable or compound expression - Unification algorithm: Here some things to note regarding this method are: (i) There if really trying to match a constant to a different
What is recursion? Recursion: - Recursion is described as a technique of defining a set or a process in terms of itself.
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