Binary Subtraction Example ( Enter your problem )
  1. Addition
  2. Subtraction
  3. Multiplication
  4. Division
Other related methods
  1. Addition, Subtraction, Multiplication, Division of two Decimal numbers
  2. Addition, Subtraction, Multiplication, Division of two Binary numbers
  3. Addition, Subtraction, Multiplication, Division of two Octal numbers
  4. Addition, Subtraction, Multiplication, Division of two Hexadecimal numbers
  5. Addition, Subtraction, Multiplication, Division of two any base numbers

1. Addition
(Previous example)
3. Multiplication
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2. Binary Subtraction





1. Find subtraction of `(111)_2` and `(101)_2`

Solution:

Solution is
111
-101

010


Step by step solution :

Step by step solution :
111
-101


Step-1 : 1 - 1
Here 1 `=` 1, so directly subtract it
`=1-1`
`=0_2`

111
-101

0

Step-2 : 1 - 0
Here 1 `>` 0, so directly subtract it
`=1-0`
`=1_2`

111
-101

10

Step-3 : 1 - 1
Here 1 `=` 1, so directly subtract it
`=1-1`
`=0_2`

111
-101

010


2. Find subtraction of `(1100)_2` and `(1001)_2`

Solution:

Solution is
1
022
1100
-1001

0011


Step by step solution :

Step by step solution :
1100
-1001


Step-1 : 0 - 1
Here 0 `<` 1, we take borrow from 0, which takes borrow from 1
So 1 becomes 0, 0 becomes 1 and 0 becomes 0+2=2
`=2-1`
`=1_2`

1
022
1100
-1001

1

Step-2 : 1 - 0
Here 1 `>` 0, so directly subtract it
`=1-0`
`=1_2`

1
022
1100
-1001

11

Step-3 : 0 - 0
Here 0 `=` 0, so directly subtract it
`=0-0`
`=0_2`

1
022
1100
-1001

011

Step-4 : 1 - 1
Here 1 `=` 1, so directly subtract it
`=1-1`
`=0_2`

1
022
1100
-1001

0011


3. Find subtraction of `(11011)_2` and `(1101)_2`

Solution:

Solution is
2
002
11011
-01101

01110


Step by step solution :

Step by step solution :
11011
-01101


Step-1 : 1 - 1
Here 1 `=` 1, so directly subtract it
`=1-1`
`=0_2`

11011
-01101

0

Step-2 : 1 - 0
Here 1 `>` 0, so directly subtract it
`=1-0`
`=1_2`

11011
-01101

10

Step-3 : 0 - 1
Here 0 `<` 1, we take borrow from 1
So 1 becomes 0 and 0 becomes 0+2=2
`=2-1`
`=1_2`

02
11011
-01101

110

Step-4 : 0 - 1
Here 0 `<` 1, we take borrow from 1
So 1 becomes 0 and 0 becomes 0+2=2
`=2-1`
`=1_2`

2
002
11011
-01101

1110

Step-5 : 0 - 0
Here 0 `=` 0, so directly subtract it
`=0-0`
`=0_2`

2
002
11011
-01101

01110



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