There are many different ways this can be done using binary form:
There are also corresponding ways this can be done using decimal forms (e.g. BCD, 2 of 5, excess-3)
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A negative integer
The binary number system (base 2) is the basis for computer math and operations. Computer circuitry can represent two states (On/Off, Positive Voltage/Negative Voltage, Magnetized North/Magnetized South, etc). Any engineering which deals with the internal workings of a computer, or transmitting data to/from a computer would need to represent the data in binary (base 2) number system.
In Roman numerals, negative numbers are not represented. The Roman numeral system was not designed to include negative numbers; it primarily represents positive integers. If you need to represent a value less than zero, you would need to use another numeral system, such as the Arabic numeral system used today.
Nearly all computer math is based on variants of binary numbering. Printouts of computer memory data will combine the binary numbers into four bit groups called hexadecimal digits.
importance of computer system in the study of statistics