I work with loads of statisticians, economists, accountants, actuaries and social researchers.
The statisticians will tell you the answer is 14 with an accuracy of 95%.
The economists will tell you there are various answers, depending on which economic theory you subscribe to.
The accountants will ask you what do you want the answer to be?
The actuaries will ask you when do you want the answer to be 14?
The social researchers will tell you they have discussed the answer with 100 people using a structured interview format and most of them report the answer is “aubergine”.
In real life I’d tend to write it down from left to right if I was working something out on paper so it probably wouldn’t work if someone came along and read it back. If it were for someone else to read, I’d always use brackets.
addition and substraction are on the same “level” of priority.
multiplication and division are on a higher level of priority.
this means that if there are no brackets, then the multiplication or division applies ONLY to the two numbers on both sides. it’s as if the brackets are implied but not explicitly there.
so the original question can be rewritten as 1+1+1+…+(1x0)= only one of the one’s are multiplied by 0.
so in a simpler example, 1+3+2+1x0=
6+ 1x0 = 6+ (1x0) = 6+0 = 6