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48÷2(9+3) 

What's the answer?
288 41%  41%  [ 7 ]
2 59%  59%  [ 10 ]
Total votes : 17

48÷2(9+3) 
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leeds_manc wrote:
I was taught BPODMAS :)

+1 Though I never knew it was called that.

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Mon Apr 25, 2011 7:21 am
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2

Brackets first then multiplication (inferred in this case). Division is the last thing you ever turn to in calculations IIRC.

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Mon Apr 25, 2011 7:51 am
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The sum is wrong therefore there is no answer - implied or otherwise. However using the rules I was taught at school, calculate the sums within brackets first then separate by factors and all instances outwith brackets should be multiplied. This would result in the answer 2 and be correct if part of any exam.

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Mon Apr 25, 2011 8:32 am
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Surely using bodmas the correct answer is 288.

9 + 3 = 12
48 / 2 = 24
12 * 24 = 288

However, a question as ambiguous as this would never appear on an exam.

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Mon Apr 25, 2011 1:16 pm
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cloaked_wolf wrote:
timark_uk wrote:
36.
(Do I get the cool QI FAIL klaxon?)
No. You get locked in the cupboard with Jo Brandt for fifteen minutes. :lol:
Ha. Going by all the responses after your quoted one above, you FAIL harder than I do. (8+p

Mark

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Mon Apr 25, 2011 1:33 pm
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I'm really surprised that so many people fail to put the implied multiplication before the division. Those of you that get 288, how would you read:

1 ÷ 2x

where x = pi*

?

If someone read out "one over two pi" it would never even occur to me that they meant a half pi, because to me the pi is clearly underneath :?
Are people seriously saying that they would misunderstand unless it was written with brackets, thus:

1 / (2x)

?

Fogmeister wrote:
However, a question as ambiguous as this would never appear on an exam.

Actually, a GCSE maffs exam is about the only place you'd ever find such a badly written question :lol:
In "real life" you would know where the sum came from, and it would be obvious from the context what you actually meant.




* FFS I can't believe that pi is banned on this forum while the evil divide sign is allowed. Seriously; try posting some pi and it throws an SQL error :evil:

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Mon Apr 25, 2011 1:39 pm
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Google search provides this as a result. (48 ÷ 2) * (9 + 3) = 288.

Wolfram Alpha produces 288.

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If one is diving so close to the limits that +/- 1% will make a difference then the error has already been made.


Mon Apr 25, 2011 1:53 pm
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timark_uk wrote:
Going by all the responses after your quoted one above, you FAIL harder than I do.

Nope. I already knew the answer. Just wanted to see what others put. Having said that, the debate on the other forum is much funnier. :lol:

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Mon Apr 25, 2011 2:00 pm
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Several scientific calculators say it's 2. Mathway says it's 2.

The critical thing is whether the multiplication is implied or not:

Image Image

vive la différence.

http://www.youtube.com/watch?v=gFKGbU6ARQg

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Last edited by JJW009 on Mon Apr 25, 2011 2:05 pm, edited 2 times in total.



Mon Apr 25, 2011 2:03 pm
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JJW009 wrote:
how would you read:
1 ÷ 2x

I would read that as 1/2x and not as x/2

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Mon Apr 25, 2011 2:04 pm
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cloaked_wolf wrote:
JJW009 wrote:
how would you read:
1 ÷ 2x

I would read that as 1/2x and not as x/2

exactly, but I'm guessing you get 2 as the answer to the question you posted?

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Mon Apr 25, 2011 2:06 pm
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If you google it, you'll find the question is an internet meme, and designed to troll forums (which I discovered only today).

The first time I did this, I just did it the way I would normally do it, and got 2.
The second time around, I used BODMAS and got 288.

As above, it's a deliberately poorly written question, and as JW009 pointed out, if you replace (9+3) with y, you don't calculate 48y/2, you would calculate it as 48/2y.

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Mon Apr 25, 2011 2:18 pm
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JJW009 wrote:
Several scientific calculators say it's 2. Mathway says it's 2.

The critical thing is whether the multiplication is implied or not:

Image Image

vive la différence.

http://www.youtube.com/watch?v=gFKGbU6ARQg

I suppose I would actually calculate it as "48 over (2 times (9 plus 3))" ie 2 if it was a algebraic formula but the fact the it is entirely numeric lead me to use the other method.

It is a very poorly written formula though.

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Mon Apr 25, 2011 2:47 pm
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3/3=1
2/2=1
1/1=1
0/0=1

Zero is a number, you can divide by zero. [/troll]

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belchingmatt wrote:
0/0=1

Zero is a number, you can divide by zero. [/troll]


Following your method:

0x1=0
0x2=0

Hence 0x1=0x2

Divide by 0 to get (0/0)x1=(0x)x2
Cancel out the (0/0) to get 1=2.

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