Overflow
An error that can occur with binary addition in which the result cannot be stored in the space provided and the last bit “overflows” out of the space
Range of a twos complement number
-2^(n-1) to 2^(n-1)-1
How two’s complement works
The first bit is negative
Converting negative denary to twos complement
Work out the positive binary
Flip all the bits
Add 1
Converting negative twos complement to denary
Flip the bits
Add 1
Convert to denary
Take the negative value of it
How binary subtraction works
The numbers are added using twos complement and any overflow is ignored
The method of representing fractions with binary
Fixed point numbers