There are two types of complements in a binary number system: the one's complement and the two's complement.

## One's Complement

To find the one's complement of a binary number, you simply need to flip all the bits (0 becomes 1 and 1 becomes 0) in the binary number. For example:

```   Binary number    :  11001101
One's complement :  00110010
```

One usage is to subtract a signed binary number B from another signed binary number A using one's complement, we first take the one's complement of B by inverting all its bits (including the sign bit) to obtain -B. We then add A and -B using binary addition, which is equivalent to subtracting B from A.

In digital arithmetic, one's complement is used in some older systems for subtraction operations. One's complement is not commonly used in modern digital systems because it has some drawbacks, such as the existence of two representations for zero (+0 and -0), and the need to add an extra bit for the sign. The two's complement representation of signed binary numbers is now the most commonly used method in digital systems.

## Two's Complement

The two's complement of a binary number is used to represent negative numbers. To find the two's complement, you first need to find the one's complement of the binary number, then add 1 to it. For example:

```   Binary number    :   11001101
One's complement :   00110010