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Windows of course!

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16y ago

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Which line of operating systems split into two lines only to merge again later?

Unix is one of the operating systems that split into two line only to merge again later. CP/M is another one of the operating systems as well.


Which line of operating systems split into two lines only to merge agine later?

UNIX and CP/M


Which line of OS systems split into two lines only to merge again later?

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This depends on operating system. Windows uses two bytes per line, and most other operating systems use one. This means there will be 6 bytes for Windows, or 3 bytes for everything else This is because Windows uses a line ending of <CR><LF>, while other operating systems use just <LF>.


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command language


What type of interface do most operating systems use today?

command- line


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You have to split the oblique line. Ex: Name the oblique line Fz You'd have to split Fz in 2 lines : FzX and FzY(Which are parallel to the other 2 lines) Then you can solve the quesion :)


Are MS-DOS singular operating systems?

No, MS-DOS is a command line interface Operating System, it is still used by Windows Operating Systems to this date, but access to it by the user has been severely limited if not completely blocked, to protect the computer from severe user error at the command line level.


What are the benefits of using a mini split line set cover for your HVAC system?

A mini split line set cover for your HVAC system can help protect the lines from damage, improve the system's efficiency by insulating the lines, and enhance the overall appearance of the installation.


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Does anyone know of an Operating System that does NOT have ANY user interface such as GUI or Command Line or Batch?

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What kind of lines are consistent dependent systems?

Consistent dependent systems are characterized by lines that overlap, meaning they represent the same line in a graph. This occurs when the equations of the lines are equivalent, resulting in an infinite number of solutions. In such cases, every point on the line is a solution to the system of equations, indicating that the lines are not only consistent but also dependent.