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"Adults Are Arguing About This 3rd Grade Math Problem"

Rival

Diex Aie
Staff member
Premium Member
I would not have understood this in terms of multiplication at that age, and would have said six. Now, I get it; but that would have massively confused me as a child. For me, six would be an acceptable answer from a child so young.
 

fantome profane

Anti-Woke = Anti-Justice
Premium Member
What if it said this: If Sue runs around the track twice, and Jack runs around the track one time more than Sue, how many times does Jack run around the track?

If you do that as an addition the answer is 3. If you do it as a multiplication the answer is 2. But that seems a strange way to say that Jack and Sue ran around the track the same number of times




What if you said this: If Sue runs around the track twice, and Jack runs around the track zero times more than Sue, how many times does Jack run around the track?


I think the addition interpretation makes more sense.
 

Shadow Wolf

Certified People sTabber & Business Owner
"Times more than" isn't "laps more than."
That's where the key lies.
What if you said this: If Sue runs around the track twice, and Jack runs around the track zero times more than Sue, how many times does Jack run around the track?
You cannot, grammatically or mathematically, have "zero more" of anything.
What if it said this: If Sue runs around the track twice, and Jack runs around the track one time more than Sue,
"one time more" is not "times," meaning "time" and "times" are two different words that change the operation of the problem.
 

fantome profane

Anti-Woke = Anti-Justice
Premium Member
You cannot, grammatically or mathematically, have "zero more" of anything.
“Mad Hatter: Would you like a little more tea?
Alice: Well, I haven't had any yet, so I can't very well take more.
March Hare: Ah, you mean you can't very well take less.
Mad Hatter: Yes. You can always take more than nothing.”
 

Shadow Wolf

Certified People sTabber & Business Owner
Mad Hatter: Yes. You can always take more than nothing.”
By default, when you take you take more than nothing, because if you took nothing you didn't take anything, and you can't take less than nothing because there is nothing less than nothing.
 

Shadow Wolf

Certified People sTabber & Business Owner
Magic 'read the teacher's mind' games are destructive, imo.
There's nothing magic about it: it's all in carefully and critically reading, and actually having to think about and consider it, something we don't teach enough of or well enough.
 

McBell

Unbound
There's nothing magic about it: it's all in carefully and critically reading, and actually having to think about and consider it, something we don't teach enough of or well enough.
What is the context from which the math problem derives?

I mean, it has been a while since I was in the third grade, so it may have been changed, but I do not recall have a math class where the students were just given math problems to solve.
Back in my day, and we shall not be delving into how long ago that was, math class started with turning in any homework from the previous day, sometimes there would be a short quiz, then the teacher would explain the next lesson to the class....
 

Thief

Rogue Theologian
“Mad Hatter: Would you like a little more tea?
Alice: Well, I haven't had any yet, so I can't very well take more.
March Hare: Ah, you mean you can't very well take less.
Mad Hatter: Yes. You can always take more than nothing.”
slap in the face....

now what?
 

lewisnotmiller

Grand Hat
Staff member
Premium Member
Seems to me this thread is nothing more than taking a statement out of context (the math problem) and then opinionating about said problem.

Used to see a fair amount of it when I was a teacher.
Teachers sometimes use questions as a lead in to a prepared lesson. So when they ask their students some sort of open-ended question, it can lead to them rejecting legitimate answers in the hunt for the 'right' answer.

Obviously this is not something great teachers do. But it was fairly common.
 
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