It seems you are partly correct. You are correct in saying that this is how it used to be done (but that was 100 years ago, it seems) and you are correct that in modern times, this would be interpreted as I did it, above.
No, that video is wrong. Not only that, if you check the letter he referenced Lennes’ Letter, you’ll find it doesn’t support his assertion that the rules changed at all! And that’s because they didn’t change. Moral of the story Always check the references.
The author of that article makes the mistake of youth, that because things are different now that the change was sudden and universal. They can find evidence that things were different 100 years ago, but 50 years ago there were zero computers in classrooms, and 30 years ago a graphing calculator was considered advanced technology for an elementary age student. We were taught the old math because that is what our teachers were taught.
Early calculators couldn’t (or didn’t) parse edge cases, so they would get this equation wrong. Somewhere along the way, it was decided that it would be easier to change how the equation was interpreted rather than reprogram every calculator on earth, which is a rational decision I think. But that doesn’t make the old way wrong, anymore than it makes cursive writing the wrong way to shape letters.
It seems you are partly correct. You are correct in saying that this is how it used to be done (but that was 100 years ago, it seems) and you are correct that in modern times, this would be interpreted as I did it, above.
Link: https://mindyourdecisions.com/blog/2019/07/31/what-is-8-÷-22-2-the-correct-answer-explained/
No, that video is wrong. Not only that, if you check the letter he referenced Lennes’ Letter, you’ll find it doesn’t support his assertion that the rules changed at all! And that’s because they didn’t change. Moral of the story Always check the references.
I’m old but I’m not that old.
The author of that article makes the mistake of youth, that because things are different now that the change was sudden and universal. They can find evidence that things were different 100 years ago, but 50 years ago there were zero computers in classrooms, and 30 years ago a graphing calculator was considered advanced technology for an elementary age student. We were taught the old math because that is what our teachers were taught.
Early calculators couldn’t (or didn’t) parse edge cases, so they would get this equation wrong. Somewhere along the way, it was decided that it would be easier to change how the equation was interpreted rather than reprogram every calculator on earth, which is a rational decision I think. But that doesn’t make the old way wrong, anymore than it makes cursive writing the wrong way to shape letters.
No, it wasn’t. The claim that the rules were changed is a debunked myth.