The point to remember here is that each group of 4 bits represents a ‘decimal number’, the
base of which is ten. Thus, when we try to subtract a bigger number from a smaller number,
we have to consider the ‘four bits together’ as a decimal number. Let us review the steps in
the above subtraction.
First step
Thus, when we have to subtract 6 from 0 in the rightmost group of four bits, we need to
borrow. Borrow from the group on the left a decimal 10, and add it to the ‘0000’ on the
right. That makes it ‘1010’ (because of borrowing, the 0011 on the left is now ‘0010’).
Then, subtract 0110 from this. The result is 0100 ...
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