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.
In your equation x would equal 8÷2 then you would distribute
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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.
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 think the bolded should be addition.For multiplication and division, the left-to-right order doesn't actually matter but for division and subtraction it does.
1×2×3 = 3×1×2 =...
1÷2÷3 ≠ 3÷1÷2
1+2+3 = 3+1+2 =...
1-2-3 ≠ 3-1-2
8 / 2(2+25)
8 / 2(4)
8 / 8
1
Some of you are removing the parentheses too soon.
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.
Seriously. When you change the 2(2+2) to 2*4 you are rewriting, thus changing the order of operation. PEMDAS.
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
8 / 2(2+25)
8 / 2(4)
8 / 8
1
Some of you are removing the parentheses too soon.
I was pointing out your typo!Seriously. When you change the 2(2+2) to 2*4 you are rewriting, thus changing the order of operation. PEMDAS.
Just out of curiosity, why did you multiply 2x4 before dividing 8/2?
Well, first - I had a typo in the first line.Just out of curiosity, why did you multiply 2x4 before dividing 8/2?
Yeah...I didn't see it until I saw his quote of my post.I was pointing out your typo!
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.Someone already answered this, which answers the thread.
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The PEMDAS Paradox
It looks trivial but it keeps going viral. What answer do you get when you calculate 6÷ 2(1+2)? David Linkletter explains the source of the confusion.plus.maths.org
Some want to tie the first 2 and parenthesis together, others don't.
Even Casio doesn't know LOL
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