>>11290060Think of a number q.
q-q=0
q-aq=-bq
q=aq-bq
q+1=aq-bq+1
In the above expression, if q=0, then it is obvious that 1=1. If q=1, then 0+1=a-b+1.
If we put b on the other side, we get 1+b=1+a.
The only way to achieve the above expression is by setting b=0 and a=-1, thereby proving the expression that 1+0=0, or, more accurately, 1+0=0+0.
