Because you could argue that the series converges to …999999 in some sense
Because you could argue that the series converges to …999999 in some sense
You can also prove it a different way if you allow the use of the formula for finding the limit of the sum of a geometric series on a non-convergent series.
Sum(ar^n, n=0, inf) = a/(1-r)
So,
…999999
= 9 + 90 + 900 + 9000…
= 9x10^0 + 9x10^1 + 9x10^2 + 9x10^3…
= Sum(9x10^n, n=0, inf)
= 9/(1-10)
= -1
Wasted? No Nutella was wasted in coating every surface. If there was any left over I’m sure he would have lathered another coat on. /j
Theoretically the electorals could go blue without winning any districts. It would require a third party to win at least one district though.