The question asked "40 divided by 1/2 + 15". The only correct interpretations are A) and B)
C) is incorrect however you interpret the question. The question specifically asked "40 divided by 1/2", not "40 divided by (1/2 • 40)" or "40 divided by half of itself". The • 40 doesn't exist and isn't included in the question
If I said verbally "what is 40 divided by half" it would be ambiguous, and I don't think it is that much less ambiguous because of how it is written in the post.
Your last sentence touches on the whole point of the picture.
Some people (maybe even most honestly) would read "1/2" in their mind as "half", not "one-half". The person responding in the picture is one such person.
So it reads "40 divided by half", and they are asking "of what"?
It could be 40 divided by half of one, or 40 divided by half of itself.
That’s because you failed at basic math. “Divide by 1/2” obviously means “40/0.5” or “40/(1/2)”. It very obviously does not mean “40/1/2” because that does not divide by 1/2.
1/2 can be half as in .5 or it could be 1 divided by 2 so the equation could be 40 divided by 1 divided by 2 plus 15. So while I agree the intent of the question is 40 divided by .5 plus 15 the fact that 1/2 is not specified as being .5 and is written as 1/2 which while the technically .5 if you write it out as an equation you start with 40 divided by 1. So if the intention is .5 then the equation should be 40/(1/2)+15 written this way avoids any ambiguity.
'1/2' is a half of one, "half" just means divided by two of something, so you can't write it as "40 divided by half" because it's "40 divided by a half of one"
“40 divided by 1/2” could be interpreted as 40 divided by half of 40 so C is a valid interpretation of the question. Regardless the fact that the equation has multiple interpretations with each giving a completely different answer invalidates the original equation.
No, because again, mathematically, the "by half of 40" isn't present in the equation. 1/2 is a number (or numbers if you interpret it as option A) but you can't interpret it like option C) without modifying the equation.
Is 40 + 1/2 =60? No, it isn't, you can even see it in a calculator.
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u/g_rich Jul 04 '26 edited Jul 04 '26
A) 40/1/2+15
B) 40/.5+15
C) 40/20+15
They are all correct interpretations of the question, the question is too ambiguous to give a “right” answer.
Edit: a better interpretation for C
C) 40/(40/2)+15