Solve this equation

What is the answer?


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I think of it in terms. 8 is one term, 2(2+2) is also one term, which can be simplified to 8. If you wrote 8÷2a, which I see is the same as 8 over 2a, with a=4, you get 1, because you can't separate the 2 from the a. If you wrote 8 ÷ 2 x a, with a=4, by this left to right order you get 16.
 
I agree with your answer (16) because it follows order of operations, but nomenclatures are being mixed is my point. Someone posted a link in this thread that explains it in a lot of detail. Comes down to what is the accepted interpretation today.

I saw that. It’s basically set up to make people argue. Not like there isn’t already enough of that in the world.
 
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Can't you rewrite x(2+2) as (2x+2x)?

So It would be 8/(2x+2x), replace x with 2 and you get 1.

Naw if you this then you have to let y=8 so you rewrite the equation to following

y÷x(2+2)

so then you get y÷x*2+y÷x*2 [the distributed factor is the y/x not just x]

plug in those variables back in and it's 8/2*2+8/2*2
 
Naw if you this then you have to let y=8 so you rewrite the equation to following

y÷x(2+2)

so then you get y÷x*2+y÷x*2 [the distributed factor is the y/x not just x]

plug in those variables back in and it's 8/2*2+8/2*2

Ya we are all a rehashing the same thing, I still think I'm in the 1 crowd, but I understand the confusion.
 
Just out of curiosity, why did you multiply 2x4 before dividing 8/2?

Someone already answered this, which answers the thread.


Some want to tie the first 2 and parenthesis together, others don't.

Even Casio doesn't know LOL

calculators.png
 
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Just out of curiosity, why did you multiply 2x4 before dividing 8/2?
Well, first - I had a typo in the first line. :oops:

But I already explained it. You reduce what's in the parentheses, but you don't remove the parenthesis. Per PEMDAS, parentheses and Exponents come before multiplication and division, so you reduce the parentheses by completing the parenthetical operation, giving you 8.
 
Someone already answered this, which answers the thread.


Some want to tie the first 2 and parenthesis together, others don't.

Even Casio doesn't know LOL

calculators.png
BTW - modern calculators don't use the "Reverse Polish Notation" of the older TI scientific calculators, which may contribute to confusion with PEMDAS rules. Dunno. Math was a while back. Loved it...until I got to trig. I'm too much of a straightline thinker to handle theoretical math. If you can't solve an equation, you don't invent an imaginary number to fix it. ;)
 
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