Independent of whether or not you consider this particular debate resolved, it is still a phenomenon that arguments can have been cleared up a long time ago and then someone rediscovers the wrong position and starts it up all over again.
What bothers me in particular about this one is that the people who insist that the answer is 1 either use flawed reasoning (eg Jackdaw repeating BODMAS all over the place, before proceeding to ignore it by multiplying first in preference to division, which would be BOMDAS; or Naomi's "my mathematician friend agrees with me", as if that's the only contribution to this thread by a qualified mathematician).
And I'm willing to bet that the other thing is that many of the people arguing in favour of 1 have little appreciation of the rules that might drive them to that answer, and it's based on distantly-remembered education.
Just by way of demonstration, let's rewrite the sum above as a / b(c+d) = x. Now, rearrange that equation to make d the subject. I expect that those people who insist on the answer being 1 would struggle to achieve this in a way that's self-consistent.
In the meantime, people like OG, ff, clover and I have a responsibility to at least try and make the case for the answer being 9; why even if you insist on its being 1 you have to accept that this relies on a peculiar and uncommon definition of the / operator (or on the idea of spacing as somehow carrying mathematical meaning); why, perhaps, the problem should be written out in a clearer way all the same; the importance of brackets; and just combating innumeracy wherever we see it.