Btw I knew this was some bullshit "trick" question.
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OT: Any Mathmeticians out there?
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If you take the equation the way it is written you get 288 as the order of operations are below.
terms inside brackets
exponents and roots
multiplication and division(Left to right)
addition and subtraction
48÷2(9+3)(add 9+3 as its in brackets)
48÷2(12)(Divide from left to right
24(12) multiply
288
again it is poorly written, but if you follow the order of operations its 288. I do not think you can try to infer what the author of the equation was trying to write so you have to take it as is.
Most people try to infer the author was trying to write
48÷(2(9+3))
but again we cannot try to fix the equation or assume the author wrote it wrong. All we can do is go in the standard order of operators and get 288Whatcha Gonna Do Brother, When the Eagles run wild on you?
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Originally posted by leifdawg View PostBut seriously go read some of those threads from the google search I posted above. It is pretty funny that a debate about what would appear to be a simple arithmetic problem is be argued as fiercely as any religious or political debate I've ever seen online.Stand for the flag you assholes!
Eagles, Flyers Phillies fan since 1977. GO O'S!!
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Order of Operations Unit 7
Problem: Evaluate the following arithmetic expression:
3 + 4 x 2 Solution: Student 1 Student 2 3 + 4 x 2 3 + 4 x 2 = 7 x 2 = 3 + 8 = 14 = 11
It seems that each student interpreted the problem differently, resulting in two different answers. Student 1 performed the operation of addition first, then multiplication; whereas student 2 performed multiplication first, then addition. When performing arithmetic operations there can be only one correct answer. We need a set of rules in order to avoid this kind of confusion. Mathematicians have devised a standard order of operations for calculations involving more than one arithmetic operation.Rule 1: First perform any calculations inside parentheses.The above problem was solved correctly by Student 2 since she followed Rules 2 and 3. Let's look at some examples of solving arithmetic expressions using these rules.
Rule 2: Next perform all multiplications and divisions, working from left to right.
Rule 3: Lastly, perform all additions and subtractions, working from left to right.Whatcha Gonna Do Brother, When the Eagles run wild on you?
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Originally posted by Zepster View PostAs much fun as it sounds to go and read math nerds 'go at it' I think I'll take a pass. You can represent the board in those exciting forums if you'd like.Whatcha Gonna Do Brother, When the Eagles run wild on you?
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Originally posted by leifdawg View PostI've been reading pages of this stuff since I found it at work yesterday afternoon. I came home from a party at 3 am last nigh and sat my computer for another hour or more reading it. I'm hooked. Maybe I'll email my high school physics teacher, he's the closest thing to an authority that I'm in contact with.
I'm worried for you. Get well soon.Stand for the flag you assholes!
Eagles, Flyers Phillies fan since 1977. GO O'S!!
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This is just a trick question ... if anyone was trying to show the calculation in the OP to illustrate a point or equation clearly, they would have either done this:
( 48/2 ) * (9+3)
OR
( 48 ) / (2*(9+3))
It's just an intentional trick question.
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I wouldn't say trick question -- just a matter if you were taught that multiplication always comes before division regardless of order, or if you treat them as equivalent and process them in order left-to-right. One reason why it's good to always use parentheses and not rely on someone following the "rules" you think you know.
Some would rewrite the equation 48 * ½ * 12 ... and more obviously get 288 that way.
Despite the ordering of "MDAS"... my memory is that multiplication and division are equivalent, and the order of the equation becomes the order you perform the operations if that is all there is. Everyone pretty much follows all the other rules the same, so the question is basically geared towards that one order-of-operations question.
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Originally posted by rspurr View PostI teach highschool math. In BEDMAS or PEDMAS, D and M are always performed in order from left to right. So 288 is the correct answer. Although at first glance, I thought it was 2 also.
48
--------
2(9+3)
which would obviously equal 2.
Was the original problem written to confuse and spark debate? Yes. Is there a clear answer? Yes, it's 288.Whatcha Gonna Do Brother, When the Eagles run wild on you?
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Originally posted by leifdawg View PostExactly the only compelling argument I've heard to the contrary is that supposedly ÷ can sometimes mean everything after that is the denominator meaning the equation would really look like this.
48
--------
2(9+3)
To me the clustering of the 2(9+3) indicates it's all one section.
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