[TSP00N3]

There is only one correct way to calculate 5/2+3. The order is PEMDAS[0]. You divide before adding. Maybe you are thinking that 5/(2+3) is the same as 5/2+3, which is not the case. Improper math syntax doesn’t mean there are two potential answers, but rather that the person that wrote it did so improperly.

[0] https://www.mathsisfun.com/operation-order-pemdas.html

[abduhl]

So we agree that there is more than one way to interpret 5/2+3 (a correct and an incorrect way) and therefore that the GP statement below is wrong.

“Which is a question that can be interpreted in only one way. And done only one way.”

The question for calculators is then the same as the question for LLMs: can you trust the calculator? How do you know if it’s correct when you never learned the “correct” way and you’re just blindly believing the tool?

[kamaal]

>>How do you know if it’s correct when you never learned the “correct” way and you’re just blindly believing the tool?

This is just splitting hairs. People who use calculators interpret it in only one way. You are making a different and a more broad argument that words/symbols can have various meanings, hence anything can be interpreted in many ways.

While these are fun arguments to be made. They are not relevant to practical use of the calculator or LLMs.

[margalabargala]

> So we agree that there is more than one way to interpret 5/2+3 (a correct and an incorrect way) and therefore that the GP statement below is wrong.

No. There being "more than one way" to interpret implies the meaning is ambiguous. It's not.

There's not one incorrect way to interpret that math statement, there are infinite incorrect ways to do so. For example, you could interpret as being a poem about cats.

[Moru]

Maybe user means the difference between a simple calculator that does everything as you type it in and one that can figure out the correct order. We used those simpler ones in school when I was young. The new fancy ones were quite something after that :)