SmartmanApps

joined 1 year ago
[–] SmartmanApps@programming.dev 0 points 1 year ago (2 children)

There has apparently been historical disagreement over whether 6÷2(3) is equivalent to 6÷2x3

No, there hasn't - that's a false claim by a Youtuber (and others who repeated it) - it is equal to 6÷(2x3) as per The Distributive Law and Terms, and even as per the letter he quoted! Here is where I debunked that claim.

leaving us 3(3)

You just did division before brackets, which violates order of operations rules. 6÷2(3)=6÷(2x3)=6÷6=1

Not thorough at all. Never once referenced an actual Maths textbook. Read this instead.

[–] SmartmanApps@programming.dev -1 points 1 year ago

The blog post is fine

Except that it's wrong. Read this instead.

People get polarised because of wrong articles like this one. Read this instead.

[–] SmartmanApps@programming.dev -2 points 1 year ago

could we not have some international body just make a decision one way or the other

There's no decision to be made. The correct rules are already taught in literally every Year 7-8 Maths textbook.

[–] SmartmanApps@programming.dev -1 points 1 year ago

are reacting from their gut

As was the person who wrote the article. Did you not notice the complete lack of Maths textbooks in it?

[–] SmartmanApps@programming.dev -2 points 1 year ago

You probably missed the part where the article talks about university level math,

This is high school level Maths. It's not taught at university.

[–] SmartmanApps@programming.dev -1 points 1 year ago

Go read the article, it’s about you

The article is wrong dotnet.social/@SmartmanApps/110897908266416158

As an engineer with a full PhD. I’d say we engineers aren’t that great with math problems like this

Yay for a voice of reason! I've yet to see anyone who says they have a Ph.D. get this correct (I'm a high school Maths teacher/tutor - I actually teach this topic).

basic calculator to solve multi part problems

This isn't a multi-part problem, and any basic calculator other than Texas Instruments gets it correct.

These things are almost always written as fractions

Fractions are always written as fractions - they are 1 term - 2 separate terms are always separated by an operator, such as a division sign, like in this case.

the Kahn Academy or something similar.

Good advice! In particular look up what they say about The Distributive Law.

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