Originally posted by dkv:
Consider this we you have x amount of a y and it grows over time to become nx then your growth ratio is n ... (nx-x)/x = n
Now if we make x=0 then Maths crashes to infinity... but not the real world.
Why ?
According to Maths anything divided by 0 leads to infinity....therefore it must be called the singularity.
In real world we have profits zooming from 0 to millions... we have a glass getting filled up from bottom to top .. we have no speed to breaking sound barrier... they are infitite no of cases... and as per maths the growth ratio or percentage of that noun was infinite...
I was going to comment on this, but an inteligent remark would blow this entire conversation all to hell. You have mixed so many incompatible and irelevant examples as to be amazing in itself.
