# What is the purpose of the binary coding system?

A

**binary code**represents text,**computer**processor instructions, or any other data using a two-symbol**system**. The two-symbol**system**used is often the**binary**number**system**'s 0 and 1. The**binary code**assigns a pattern of**binary**digits, also known as bits, to each character, instruction, etc.A.

### Why all data is represented as binary in a computer?

**Binary**is a mathematical number system: a way of counting. We have all learned to count using ten digits: 0-9. One probable reason is that we have ten fingers to

**represent**numbers. The

**computer**has switches to

**represent data**and switches have only two states: ON and OFF.

#### What is the meaning of binary in computer?

**Binary**(or base-2) a numeric system that only uses two digits — 0 and 1.**Computers**operate in**binary**,**meaning**they store data and perform calculations using only zeros and ones.#### What is the definition of binary data?

**Binary data**is**data**whose unit can take on only two possible states, traditionally termed 0 and +1 in accordance with the**binary**numeral system and Boolean algebra. Forms and interpretations of**binary data**come in different technical and scientific fields. "**binary**variable" in statistics.#### What is character data?

In computer and machine-based telecommunications terminology, a**character**is a unit of information that roughly corresponds to a grapheme, grapheme-like unit, or symbol, such as in an alphabet or syllabary in the written form of a natural language.

B.

### Why do computers use the binary number system?

It is very convenient to describe the value of bytes

**used in computer**science. The third numeral**system**is the**binary**(or “base 2”)**system**. It has 2 numerals (0 and 1), and it is**used**to represent the value of bits – the type of information stored in a**computer's**memory.#### Why do we use binary to represent data in computers?

**Binary**is a mathematical number system: a way of counting.**We**have all learned to count**using**ten digits: 0-9. One probable reason is that**we**have ten fingers to**represent**numbers. The**computer**has switches to**represent data**and switches have only two states: ON and OFF.#### Why do computers use the binary number system?

It is very convenient to describe the value of bytes**used in computer**science. The third numeral**system**is the**binary**(or “base 2”)**system**. It has 2 numerals (0 and 1), and it is**used**to represent the value of bits – the type of information stored in a**computer's**memory.#### What is the importance of binary number system?

The**Importance of Binary Numbers**in**Computing**.**Binary numbers**consist of only two digits, 0 and 1. This seems very inefficient and simple for us humans who are used to working in base 10, but for a**computer**base 2, or**binary**, is the perfect**numbering system**.

C.

### Why is it important to use the binary system?

The

**binary**number**system**is an alternative to the decimal (10-base) number**system**that we use every day.**Binary numbers**are**important**because using them instead of the decimal**system**simplifies the design of**computers**and related technologies. But if the second digit is 1, then it represents the number 2.#### Who invented the binary?

Gottfried Wilhelm Leibniz#### What is the importance of hex numbers in a computer system?

**Hexadecimal**is the easiest way to write down binary**numbers**in a compact format. One**important**reason is because hex is ALOT shorter and easier to read than binary is for humans.**Hexadecimal number**is very easy to convert the**numbers**into binary, octal,and decimal**system**also.#### What is the hexadecimal system used for?

**Hexadecimal**numerals are widely**used by**computer system designers and programmers, as they provide a more human-friendly representation of binary-coded values. Each**hexadecimal**digit represents four binary digits, also known as a nibble, which is half a byte.

Updated: 18th November 2019