Binary Formula
To understand the binary number system, we must first comprehend its operation. Binary numbers are popularly used in electronic circuits where logic gates are implemented and also by microcontrollers for logical computing. A binary number uses only two digits, ” 0 and 1,” where every digit is known as a bit. The input given to the computer is converted into binary language first with the help of an assigned ASCII code. Furthermore, the information is converted from binary language to the user language and is presented as the output.
Binary Formula
Binary formulas are formulas that are used to convert binary numbers to other number systems. A binary number system is a system of numbers that has a base of 2 and uses only two digits, “0 and 1”. It is one of the four types of number systems and is most commonly employed by computer languages like Java and C++. “Bi” in the word “binary” stands for “two.” Some examples of binary numbers are (11)2, (1110)2, (10101)2, and so on.
In this article, we discuss the arithmetic operations of binary numbers and the conversion formulae to convert binary numbers into other three-number systems.
Table of Content
- Binary Formula
- Arithmetic Operation on Binary Numbers
- Binary to Decimal Formula
- Decimal to Binary Formula
- Binary to Octal Formula
- Binary to Hexadecimal Formula
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