To be exact, computers are part of mathematics, but they operate independently because of different training courses.

Conceptually, computers are not included in modern mathematics and are more of a product of modern technology.

Nevertheless, the math education process contains information about computers.

Because computers are powerful tools for applying math to the real world.


Computers play no role in math theory. To enter a math problem into a computer, 

you need to know all the procedures necessary to solve the problem. 

The reason why computers are important in math is because they fill the gap between principle and reality.

 It also helps shape the concept. 

Basically the computer is a calculation. When data is entered in numerical form and how to process it, 

a series of operations are performed as instructed to print out the results. 

Most computers in use these days are electronic digital computers. 

Numbers are processed and stored digitally in small electrical circuits. Of course,

there are computers that use light, computers that operate by steam in fluids or gases,

computers that operate by ball bearings, and so on.

In fact, numbers are not real in the real world. So the computer can't directly change in numbers.

To perform numerical operations on a computer, they are expressed in a more physical form. However,

it is difficult to maintain accuracy in this way, and there is a limit to flexibility, 

and its slow speed makes it less practical. 

To increase the computational efficiency of a computer, something else is needed.

Current, magnet, 
Binary number




that's it