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Old 15-04-2011, 11:10 PM   #241
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by Stefan
And when the 2 precedes a bracketed equation it too becomes a bracketed equation, and you do not need to show the brackets.
since when?
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Old 15-04-2011, 11:13 PM   #242
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Default Re: 48÷2(9+3)

288... pretty bloody easy really..... unless you're a retard.
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Old 15-04-2011, 11:13 PM   #243
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Default Re: 48÷2(9+3)

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Originally Posted by Stefan
Well done, you misinterpreted my answer much like you misinterpreted the formula. You are a real success story.
This fixes your amateur mistake how? Also there is only one person in this thread claiming to be a real success story.
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Old 15-04-2011, 11:18 PM   #244
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by 99AUXR
i would disagree and say if people followed the rule read from left to right in straight line notation the answer would be 288 as
2*(9+3) IS THE SAME AS 2(9+3)
What if the person who wrote the equation intended that;

48 is the numerator and

2(9+3) is the denominator?

Because of the limitation of writing the equation as a single line blurs the intention of the equation making it open for interpretation.
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Old 15-04-2011, 11:18 PM   #245
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Default Re: 48÷2(9+3)

Come now lads, this may lead to behaviour not worthy of a gentleman.
What is it to be - slide rules at a hundred paces, or the first one to invent a solid-state abacus wins a cold shower ?

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Old 15-04-2011, 11:19 PM   #246
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by Rodp
What if the person who wrote the equation intended that;

48 is the numerator and

2(9+3) is the denominator?

Because of the limitation of writing the equation as a single line blurs the intention of the equation making it open for interpretation.
In that case they should have written the equation as 48/(2(9+3)).
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Old 15-04-2011, 11:20 PM   #247
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by shedcoupe
Come now lads, this may lead to behaviour not worthy of a gentleman.
What is it to be - slide rules at a hundred paces, or the first one to invent a solid-state abacus ?

I just want some clarification, I'm okay with being proven wrong, but I'm not seeing any proof

...and I'm not a lad...
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Old 15-04-2011, 11:25 PM   #248
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Default Re: 48÷2(9+3)

I know you're not a lad Sarah. And I've learnt not to suggest any sort of behaviour-modification to women, as the scars take much longer to heal these days, so that hideous remark wasn't aimed even vaguely in your general direction, but rather at the rams butting heads ....
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Old 15-04-2011, 11:29 PM   #249
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Default Re: 48÷2(9+3)

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Originally Posted by SteveJH
In that case they should have written the equation as 48/(2(9+3)).
Some opine (including myself) that the term explicitly to the left of the brackets is an operation on the brackets given that there's no * between the 2 and the (. That's certainly what I was taught and had read as a rule (no idea what's taught now as that was ~30 years ago).

Hence, 2(9+3) is explicitly 2 times the contents of the brackets. It is a singular function and should be treated as such.

So, what rule did the original mathematician follow?
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Old 15-04-2011, 11:30 PM   #250
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by kenz
that isnt the equation though, yes if there is a X between the 2 and brackets it would be 288 but there isnt...
it IS the equation, because NO operator between a number and a bracket means Multiply! The X is redundant, whether it is there or not, the answer is the same.
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Old 15-04-2011, 11:32 PM   #251
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by shedcoupe
I know you're not a lad Sarah. And I've learnt not to suggest any sort of behaviour-modification to women, as the scars take much longer to heal these days, so that hideous remark wasn't aimed even vaguely in your general direction, but rather at the rams butting heads ....


Nine pages is pretty good - the piston fella's got 20 odd though...we have a long way to go...
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Old 15-04-2011, 11:33 PM   #252
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Default Re: 48÷2(9+3)

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Originally Posted by Rodp
2(9+3) is explicitly 2 times the contents of the brackets.
Yes, that's what I learnt too but couldn't express myself.
But I caved and said 288 to stop the kids yelling.
Doesn't appear to have worked.
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Old 15-04-2011, 11:35 PM   #253
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Default Re: 48÷2(9+3)

I calculated 2 the first time I did it then changed my mind and said 288 once i put it into excel and thought through it some more.

In the end I just figured that if they wanted the answer 2 they'd have been explicit and said 48/(2(9+3)).

Eitherway, it aint the most well written of equations.

Search 48/2(9+3) on Youtube.

Edit: My calculator says two, and it hasnt failed me yet, so 2 it is. *shrugs*
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Old 15-04-2011, 11:37 PM   #254
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Default Re: 48÷2(9+3)

By taking away the multiplication sign before the bracket generally indicates and intimacy of the numbers and it is generally accepted that they are given precedence in the operation of the equation. The answer is 2.
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Old 15-04-2011, 11:40 PM   #255
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by XD 351 Ute
I ran out of fingers and toes at 20.......

Ed
i didn't bother reading very far into this thread.
thought id reply to this comment and say that i can count up to 1023 using just the fingers (and thumbs) on both of my hands.

I've never had to go much further mentally in binary but i guess it is possible for a man to count to 2²¹
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Old 15-04-2011, 11:40 PM   #256
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Does 48÷2(9+3) have a facebook page already ? Is it seeing anybody ? Will Will dump Kate for it ? So many questions, so little interest.
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Old 15-04-2011, 11:42 PM   #257
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Default Re: 48÷2(9+3)

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Originally Posted by shedcoupe
Does 48÷2(9+3) have a facebook page already ? Is it seeing anybody ? Will Will dump Kate for it ? So many questions, so little interest.
Four of them popped up on the first page of the search results.
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Old 15-04-2011, 11:42 PM   #258
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by hiper
i didn't bother reading very far into this thread.
thought id reply to this comment and say that i can count up to 1023 using just the fingers (and thumbs) on both of my hands.

I've never had to go much further mentally in binary but i guess it is possible for a man to count to 2²¹
There are 10 types of people in the world.

Those who understand binary and those who don't........
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Old 15-04-2011, 11:44 PM   #259
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Default Re: 48÷2(9+3)

2²¹ -
I was trying to work it out on my toes but came up with 2 097 152.
This can't be right - will I get an ingrown toenail now ?
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Old 15-04-2011, 11:48 PM   #260
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by SteveJH
Search 48/2(9+3) on Youtube.


That's some funny stuff right there.
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Old 15-04-2011, 11:53 PM   #261
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by shedcoupe
2²¹ -
I was trying to work it out on my toes but came up with 2 097 152.
This can't be right - will I get an ingrown toenail now ?
i might have been slightly incorrect with 2^21. but if you use 21 "fingers" (10 fingers, 10 toes and 1 *****) you can get a binary number of 00011111 11111111 11111111
.. ill leave it as a "big number" .. much higher than 21
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Old 15-04-2011, 11:58 PM   #262
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Default Re: 48÷2(9+3)

[QUOTE leave it as a "big number" .. much higher than 21[/QUOTE]

a big number had something to do with this I suspect -

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Old 15-04-2011, 11:59 PM   #263
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Default Re: 48÷2(9+3)

110000/10(1001+11) = 100100000
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Old 16-04-2011, 12:02 AM   #264
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Default Re: 48÷2(9+3)

Any elements in brackets should always be calculated first, followed by multiplication, division, addition, and subtraction.

Assuming the correct equation is 48÷2X(9+3) it must be calculated this way

Brackets first: 48÷2*12
Multiplication next: 48÷24
Division next: 2
There is no other way to calculate the above equation correctly under the following mathematical principal
Any elements in brackets should always be calculated first, followed by multiplication, division, addition, and subtraction.
there are no grey areas here there is only 1 correct method of calculating a mathematical formula
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Old 16-04-2011, 12:05 AM   #265
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by ST
110000/10(1001+11) = 100100000
=11 I did it in binary of course
Quote:
Originally Posted by flappist
There are 10 types of people in the world.

Those who understand binary and those who don't........
Briliant ! love it
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Old 16-04-2011, 12:06 AM   #266
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Default Re: 48÷2(9+3)

Quote:
Originally Posted by au3xr6
Any elements in brackets should always be calculated first, followed by multiplication, division, addition, and subtraction.

Assuming the correct equation is 48÷2X(9+3) it must be calculated this way

Brackets first: 48÷2*12
Multiplication next: 48÷24
Division next: 2
There is no other way to calculate the above equation correctly under the following mathematical principal
Any elements in brackets should always be calculated first, followed by multiplication, division, addition, and subtraction.
there are no grey areas here there is only 1 correct method of calculating a mathematical formula
"ARRRRH when I were but a wee lad the Loch Ness 48÷2(9+3) appeared over there and tore the fork out of Ma's nightie"


(no, neither of them is me)
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Old 16-04-2011, 12:07 AM   #267
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Default Re: 48÷2(9+3)

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Originally Posted by au3xr6
=11 I did it in binary of course
You got 3?
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Old 16-04-2011, 12:08 AM   #268
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Default Re: 48÷2(9+3)

THE ANSWER IS 2
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Last edited by 99AUXR; 16-04-2011 at 12:14 AM.
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Old 16-04-2011, 12:10 AM   #269
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Default Re: 48÷2(9+3)

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Originally Posted by ST
You got 3?
yes thats correct I can see which of the 10 types of people you are
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Old 16-04-2011, 12:14 AM   #270
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Default Re: 48÷2(9+3)

of course there is a different answer if you think a bit differently
48÷2X(9+3)
Brackets first: 48÷2*C
Multiplication next: 48÷18
Division next: 3
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Start a new career as a bus driver

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