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__Binary Number System Detail__

__Binary Number System Detail__What is Binary Number System? |

__What is Binary Number System?__###
*Binary in English*:

Binary (or "base-2") is a numeric system that uses
only two digits - 0 and 1

Example of a binary number - 110100

The bit is a single binary digit. So the above number has a
total of 6 bits.

The binary system is known as the 'base 2' system, because:

It has only two digits 1 and 0.

Using a binary system, the data is converted using two ki
power.

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*Binary Meaning*

Binary or binary word comes from Bi which means two. We see
Bi in terms like bicycle (two wheels) or binocular (two eyes).

When you say a binary number, you have to separate the
pronunciation of each of its numbers. For example, the pronunciation of 101
would be "one zero one".

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*What is Binary Full Detail*

Computers use electrical signals that are on or off. So they
are seen as a series of binary numbers. This data is represented as a sequence
of 1s and 0s (on and off). All the data that we want the computer to process
must be converted to this binary format.

While binary numbers can be used to represent True (1) or
False (0) in Boolean logic, many binary digits can be used to store large
numbers and perform complex functions. In fact, any number can be represented
in binary.

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*How does Binary work?*

In binary, 0s and 1s are used to represent OFF or ON
respectively. It shows the OFF or ON electric signal to ON or OFF.

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*How to Convert from Decimal to Binary:*

There are ten possible values (0,1,2,3,4,5,6,7,8, or 9) for
each place value in a decimal (Base 10) number system. In contrast, the binary
(Base 2) number system has two possible values indicated as 0 or 1 for each
place-value.

The binary system is the internal language of an electronic
computer, so computer programmers must understand how to convert from decimal
to binary.

Although there are many methods to convert Decimal into
Binary, but there are easy methods to divide the Decimal number by 2 and make
Remainder to Binary.

For this example, we convert the Decimal number 156 to
binary.

This method is very easy to understand when you do this
division on paper, because you only have to divide by 2.

for example -

156/2 = remainder is 0

Since we are dividing by 2, the remainder of even number will
be 0, and when the number is odd then the remainder will be 1.

156/2 = Remaining 0

78/2 = Remaining 0

39/2 = Remaining 1

19/2 = Remaining 1

9/2 = remaining 1

4/2 = Remaining 0

2/2 = Remaining 0

In this way continue dividing the decimal number by 2, until
you reach 0.

Now continue to write down the remaining number on the right
side of each dividend from top to bottom. This will create your binary number
-10011100

In this way, the decimal number is the binary number of 156 =
10011100.

Here is the chart of Binary Numbers of Decimal Numbers-

Hopefully now you must have understood how to convert from
Decimal to Binary.

What is Binary Number System? |

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*How to Convert text into binary:*

You understand letter A, but your computer does not use
letter A. Instead they use the eight character binary number 01000001 to
represent A.

Computers transport, number, and translate binary numbers
because computer hardware circuits have only two electrical stents, on or off.

All alphabets, numbers, and symbols that come as Input in the
computer are converted into eight binary numbers.

Some tools are required by the computer (and you) to
represent letter A as 01000001.

The ASCII conversion chart is one of them. Without going into
too many technical details, you should understand that ASCII chart maps are a
unique map, with all alphabets capital (AZ) and lower case (az) from 1 to 255,
plus all numbers (0-9). , Spaces, and other spatial characters are a binary
number for Zer.

For example, the binary number for capital letter A is -
01000001

If your ASCII chart contains only Decimal numbers, you can
still convert it to binary number based on the formula given above.

For example, the Decimal numbers for C in the ASCII chart are
67.

Now we convert this Decimal number 67 into a Binary number.

What is Binary Number System? |

67/2 = Remaining 1

33/2 = Remaining 1

16/2 = 0 remaining

8/2 = 0 remaining

4/2 = Remaining 0

2/2 = Remaining 0

1/2 = remaining 1

Answer is from bottom to top - 01000011

So the Binary number of Decimal number of 67 is 01000011.

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**.**__What is Binary Number System?__

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