Decimal to Binary Converter

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Decimal to binary converter helps a lot of teachers as well as students to do their jobs. It is an online and free tool. It can be excessed from anywhere and can be used by anyone around the globe.

A lot of teachers and students find difficulty in doing decimal to binary conversion by hand. This is because it is a hard and time-consuming task.  So, the Decimal to Binary Converter is a very useful tool.

Decimal to binary converter is an educational and academic tool. It is much handy in using and way too accurate in its results. 

Decimal to binary conversion is important in the computer too. The whole computer relies upon binary numbers. It is also important in electronics and communications. It helps the user get more information about the required subject.

A decimal is a number in mathematics that has a decimal point in it. The point after the decimal is considered to be smaller than zero.

Binary is the number that is expressed in the base 2 number i.e.,0 and1. It is used in computer language and electronics.

How to use it?

Converting decimal into binary is a process that can be done by hand but can prove time taking. This tool helps you to convert large decimal amounts into binary amounts within a flash of seconds. 

This tool is much helping and easy to use. To convert a large decimal amount into binary, a writer has to follow the following steps:

As a result, there 3 different conversions shown below the question. 

How is the conversion done?

There are rules under which all of the decimal to binary conversion is done. The decimal to binary conversion rules can be seen as under:

 

0

0

0

1

1

1

2

10

2

3

11

3

4

100

4

5

101

5

6

110

6

7

111

7

8

1000

8

9

1001

9

10

1010

A

11

1011

B

12

1100

C

13

1101

D

14

1110

E

15

1111

F

16

10000

10

17

10001

11

18

10010

12

19

10011

13

20

10100

14

21

10101

15

22

10110

16

23

10111

17

24

11000

18

25

11001

19

26

11010

1A

27

11011

1B

28

11100

1C

29

11101

1D

30

11110

1E

31

11111

1F

32

100000

20

64

1000000

40