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Q.What do you mean by the term 'bounded rationality in decision making'?
Maximizing the outcomes of a decision is an ideal stage. Habitually it is an impossible thing. The cause is our decisions are disturbed by lot of constraints to reduce the effect of these constraints few of our efforts become waste. Thus we can't reach maximum.
Q. Show the Divide and Conquer approach? Divide and Conquer approach is the way of making a complicated problem easier. In this approach larger problem (System) is divided int
Q. What is the dissimilarity between a lens and a mirror? Answer:- A mirror is a reflective surface that light passes through the glass and hits the silver backing reflect
Explain Open source software? Open Source Software is software for which the underlying programming code is available to the users so that they might be read it, make changes t
#question.Smugglers are becoming very smart day by day. Now they have developed a new technique of sending their messages from one smuggler to another. In their new technology, the
Explain with neat diagram the internal organization of bit cells in a memory chip. Memory cells are usually organized in the form of an array, in which every cell is capable of
What is meant by context switch? Switching the CPU to another process requires saving the state of the old process and loading the saved state for the new process. This task i
Explain Pure and impure interpreters In a pure interpreter, the source program is retained into the source form all throughout its interpretation. These arrangements incur subs
The history file, history.txt, is the branch history of a run of the gcc compiler (the first field is the address of the branch instruction, the second field is the target branch a
What is a Region? A Region is a continuous area of a process's address space (like text, data and stack). The kernel in a "Region Table" that is local to the process mainta
What are the different parameter passing mechanisms to a function? The different parameter-passing mechanisms are given below: 1. Call by value 2. Call by value-resu
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