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15-04-2011, 08:43 PM | #151 | |||
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I've noticed everyone who has come up with 2 has put an invisible set of brackets around 2, isolating 48 from the rest of the equation. This is wrong. As others have stated; you work from left to right.
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15-04-2011, 08:44 PM | #152 | ||
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Answer as written is 288.
If it were written 48/(2(9+3)) answer is 2 |
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15-04-2011, 08:47 PM | #153 | |||
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15-04-2011, 08:47 PM | #154 | ||||
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Because you are making an extra equation. The 48 is divided by the product of (9+3)x2 ie 24, therefore the resultant is 2
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15-04-2011, 08:48 PM | #155 | ||
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Sorry I should have said method. It is BODMAS.
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15-04-2011, 08:50 PM | #156 | |||
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It's not an extra equation, I am breaking one equation into
two(as stipulated by the brackets).
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15-04-2011, 08:51 PM | #157 | ||
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BOMDAS etc aside... once the 'bracketed' sum is done shouldn't you just work from L--->R
ie:- 48/2 (9+3) 48/2 *12 24*12 288 ?????????
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15-04-2011, 08:54 PM | #158 | ||
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Yes exactly, I thought you were using BOMDAS in literal sequence like a few others in thread have done. Glad to see we are on the same page.
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15-04-2011, 08:55 PM | #159 | |||||
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Yes, work the brackets out - (9 + 3) = 12, you then get 48 / 2*12 results in 48 / 24 equalling 2
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15-04-2011, 08:56 PM | #160 | |||
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Disregard.
It's one of "those" equations. Really irritating and whilst not specifically hard to solve, it's a pain when two people have an answer and disagree. Still, 48/2 is 24(do this first) then of course 24(12) is 288. Bam I am SO right
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15-04-2011, 08:59 PM | #161 | |||
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15-04-2011, 08:59 PM | #162 | |||
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well doesn't everyone just think they're experts
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15-04-2011, 09:01 PM | #163 | ||
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It's really not hard, 24x12=288.
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15-04-2011, 09:02 PM | #164 | ||
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2(9+3) = 24
48/24 = 2
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15-04-2011, 09:03 PM | #165 | |||
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It should be B O MD AS '* and /' or '+ or -' are 'equal' and performed left to right
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15-04-2011, 09:03 PM | #166 | ||||
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15-04-2011, 09:05 PM | #167 | |||
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15-04-2011, 09:06 PM | #168 | ||
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notating 2(9+3) is the same as notating (2(9+3))
so therefore 48÷2(9+3) is the same as 48÷(2(9+3)) Brackts first the answer is 2.....who ever thinks it is 288 is WRONG I'm a Mathematics Lecturer so believe me. |
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15-04-2011, 09:07 PM | #169 | |||
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since there is no sign between the 2 and the (9+3) when the turns into 12 it cant just be 2 12 can it?.... so it is 2(12) and you would need to do that first to get rid of the bracket completely rather than dividing the 48 in half first
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15-04-2011, 09:10 PM | #170 | ||
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extra brackets dont need to be there. the 2 is only applicable to whats inside the bracket and is a small equation on its own.
Rule 5 : Brackets : (a) A number immediatly outside a bracket means that everything inside the bracket gets multiplied by that number everything i learnt through calc, g&t etc was as nc1183 is saying =\ " Originally Posted by NC1183 Which is were I think it is wrong. based on my teachings. Yes, work the brackets out - (9 + 3) = 12, you then get 48 / 2*12 results in 48 / 24 equalling 2 Originally Posted by Racecraft Yes....but nah It should be B O MD AS '* and /' or '+ or -' are 'equal' and performed left to right" the true sense of boMdas gives you 2 ..... =\ |
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15-04-2011, 09:11 PM | #171 | |||
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an expert has spoken I'm out with the self pro-claimed glory that I was right too
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15-04-2011, 09:14 PM | #172 | ||||
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*do not.
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15-04-2011, 09:14 PM | #173 | |||
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15-04-2011, 09:17 PM | #174 | |||
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15-04-2011, 09:19 PM | #175 | |||
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The brackets are gone the moment you do the 9 + 3.
you are then left with 48 ÷ 2 x 12 ..order of operations states left to right. Quote:
I'm a third year mech engineering post grad, but that has nothing to do with it, i would have had the exact same answer in grade 11 as i do now. 288. BAM! |
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15-04-2011, 09:19 PM | #176 | ||
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give Stefan a right of reply... imho has has over thought his answer and is seeing something that is not there ...............
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15-04-2011, 09:21 PM | #177 | |||
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How is that logical, let alone right?
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15-04-2011, 09:21 PM | #178 | ||||
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15-04-2011, 09:23 PM | #179 | ||||
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Why is it then, that my calculator, no matter which way i enter it, either 48/2*(9+3) or 48/(2(9+3)) still equals 2.
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15-04-2011, 09:25 PM | #180 | |||
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