Long 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
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3. Multiplication
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2. Long Subtraction





1. Find subtraction of `643` and `33`

Solution:

Solution is
643
-033

610


Step by step solution :

Step by step solution :
643
-033


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

643
-033

0

Step-2 : 4 - 3
Here 4 `>` 3, so directly subtract it
`=4-3`
`=1`

643
-033

10

Step-3 : 6 - 0
Here 6 `>` 0, so directly subtract it
`=6-0`
`=6`

643
-033

610


2. Find subtraction of `1690` and `635`

Solution:

Solution is
810
1690
-0635

1055


Step by step solution :

Step by step solution :
1690
-0635


Step-1 : 0 - 5
Here 0 `<` 5, we take borrow from 9
So 9 becomes 8 and 0 becomes 0+10=10
`=10-5`
`=5`

810
1690
-0635

5

Step-2 : 8 - 3
Here 8 `>` 3, so directly subtract it
`=8-3`
`=5`

810
1690
-0635

55

Step-3 : 6 - 6
Here 6 `=` 6, so directly subtract it
`=6-6`
`=0`

810
1690
-0635

055

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

810
1690
-0635

1055


3. Find subtraction of `464` and `296`

Solution:

Solution is
15
3514
464
-296

168


Step by step solution :

Step by step solution :
464
-296


Step-1 : 4 - 6
Here 4 `<` 6, we take borrow from 6
So 6 becomes 5 and 4 becomes 4+10=14
`=14-6`
`=8`

514
464
-296

8

Step-2 : 5 - 9
Here 5 `<` 9, we take borrow from 4
So 4 becomes 3 and 5 becomes 5+10=15
`=15-9`
`=6`

15
3514
464
-296

68

Step-3 : 3 - 2
Here 3 `>` 2, so directly subtract it
`=3-2`
`=1`

15
3514
464
-296

168



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