Answer:
Priority programming is a process programming method based on priority. In this technique, the developer chooses the tasks to work according to priority, which is different from other types of programming, for example, a simple round-robin.
On UNIX and many other systems, higher priority values represent lower priority processes. Some of the systems, such as Windows, use the opposite convention: a higher number means a higher priority
<h3>Explanation:
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Priorities can be dynamic or static. Static priorities are assigned during creation, while dynamic priorities are assigned according to the behavior of the processes while they are in the system. To illustrate, the planner could favor intensive input / output (I / O) tasks, allowing expensive requests to be issued as soon as possible.
Priorities can be defined internally or externally. Internally defined priorities make use of a measurable amount to calculate the priority of a given process. On the contrary, external priorities are defined using criteria beyond the operating system (OS), which may include the importance of the process, the type and sum of the resources used for the use of the computer, user preferences , trade and other factors such as politics etc.
i hope this is right lol
Answer:
A. Fetch.
Explanation:
The fetch-decode-execute process of simply the fetch-execute process of the CPU are stages the CPU follow to process information and the switch state or shutdown.
The stages of this process is implied in its name, that is, the stages are fetch, decide and execute.
The fetch stage retrieves the next instruction from the memory.
The decode stage converts the clear text instruction set to electronic signals and transfer it to the appropriate registers.
The execute stage is the action carried out in the arithmetic logic unit.
B. Decreases because if nobody needs certain goods and services, people who sell that will go out of business
I am not sure what the 'following's are
but it should result the sum of all cells between and including C5 and C18.
