Poll: Solve a simple math problem

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madwarper

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Mar 17, 2011
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scorptatious said:
I came up with 4 myself. And yet the answer is 14. I'm not sure what I'm doing wrong. I followed the PEMDAS rule and multiplyed 1 x 0, then I added all the ones up to the minus sign, which is ten, and then I added the ones after that, which is 6.

10-6=4.
Which does the problem look like 1+1+1+1+1+1+1+1+1+1-1+1+1+1+1+1+1*0 or 1+1+1+1+1+1+1+1+1+1-1-1-1-1-1-1+1*0?

 

Shock and Awe

Winter is Coming
Sep 6, 2008
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Order of operations says I multiply first, so its basically taking away one of the 1s so thats 16.
 

cubikill

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Apr 9, 2009
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14 easy, its a simply application on PEMDAS (order of operations), so not hard at all really.
 

Stuntkid

Cyberdemon
Oct 6, 2010
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*answers* That's easy enough.
*looks at problem again* wait, that doesn't look...
*looks at answer* FFFFFUUUUUUUUUUUUUUU
 

NickCooley

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Sep 19, 2009
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It's not so much a maths problem as a memory/perception problem. Memory for if you remember P/BEDMAS which is easy enough to do I suppose if your job/field of study doesn't involve much arithmetic and perception for if you notice that sneaky little minus in the field of plusses which I didn't the first time I saw this as I just skimmed over it.

So yeah, I don't see why folk are getting so haughty over this.
 

mjc0961

YOU'RE a pie chart.
Nov 30, 2009
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TheTechnomancer said:
I agree that -1 is just subtracting one from the total, but what we're taught in school is that the order of operations is that you do addition then subtraction. So taking this to the logical conclusion would lead to the answer being 4. I don't like it but thats what we're taught.
If that's what you were taught at your school, they taught you incorrectly.

http://www.mathgoodies.com/lessons/vol7/order_operations.html
http://en.wikipedia.org/wiki/Order_of_operations#The_standard_order_of_operations
http://www.mathsisfun.com/operation-order-pemdas.html

And I could keep going, but the point you should be getting is that you just go left to right with addition and subtraction once you get to them. Addition does not take precedence over subtraction.

Thus you get:
1+1+1+1+1+1+1+1+1+1-1+1+1+1+1+1+1*0
1+1+1+1+1+1+1+1+1+1-1+1+1+1+1+1+0
2+1+1+1+1+1+1+1+1-1+1+1+1+1+1
3+1+1+1+1+1+1+1-1+1+1+1+1+1
4+1+1+1+1+1+1-1+1+1+1+1+1
5+1+1+1+1+1-1+1+1+1+1+1
6+1+1+1+1-1+1+1+1+1+1
7+1+1+1-1+1+1+1+1+1
8+1+1-1+1+1+1+1+1
9+1-1+1+1+1+1+1
10-1+1+1+1+1+1
9+1+1+1+1+1
10+1+1+1+1
11+1+1+1
12+1+1
13+1
14

Of course, you can drop the +0 much earlier because it's 0. But subtraction has the same priority as addition, so you do it when you get to it. You don't bracket it off and do it last (unless the problem in question comes with it already bracketed off, but this one doesn't).

Hexenwolf said:
They simply have to put one before the other for the acronym because that's how language works, there isn't a single word that means both.
Well if Hollywood and it's bullshit has taught us anything, just make language work like that. If we have to hear shit like Brangelina and Bennifer, let's just go nuts and start saying "multiplivision" and "addtraction" or something.

...Or head over to Hollywood with flamethrowers and make them pay for crimes against the English language. Whichever more people want to do, I'm not going to be picky on this one. :p
 

alimarin

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Jun 4, 2009
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nunqual said:
Divided by 0? I thought it was multiplied by 0. Dividing by 0 would get you infinity, even if you use the correct order of operations.
Actually, Dividing by zero would be undefined.
 

DanDanikov

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Dec 28, 2008
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You guys need to learn to use Wolfram Alpha...

1+1+1+1+1+1+1+1+1+1-1+1+1+1+1+1+1*0 = 14

Although I'm with everyone who says it's ambiguous, because operator precedence is a convention, not a rule. This notation is ambiguous, hence the need for the operator precedence convention. There are other notations that aren't ambiguous and have no need for such a convention. 14 is the conventional answer, but not the right one: 0 is also a valid answer, if one assumes a different convention.
 

InterestingKiwi

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Jun 18, 2011
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Why do people still think PEMDAS is exact order?
Parenthesis, than Exponents, than Multiplication and Division (left to right not Mult before Division), than Addition and Subtraction (order irrelevant).

The answer is 14.
 

madwarper

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Mar 17, 2011
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DanDanikov said:
You guys need to learn to use Wolfram Alpha...
No. We should be able to preform simple, Repeat: SIMPLE, mathematical equations in our heads.
Although I'm with everyone who says it's ambiguous, because operator precedence is a convention, not a rule. This notation is ambiguous, hence the need for the operator precedence convention. There are other notations that aren't ambiguous and have no need for such a convention. 14 is the conventional answer, but not the right one: 0 is also a valid answer, if one assumes a different convention.
No. The equation given is not ambiguous in the slightest. The problem is that people don't look at the entire equation before then begin to form their answer. What's that saying? "Measure twice, cut once."

There is ONE clear answer, which is easily derived if you read the equation correctly.
The fact that about half of the people read the equation wrong isn't the fault of the equation, but that of the reader.
 

Flailing Escapist

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Apr 13, 2011
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Shock and Awe said:
Order of operations says I multiply first, so its basically taking away one of the 1s so thats 16.
You did your order of operations right so you win. Unfortuantly it's not the correct answer because they snuck a -1 in there. So it's 14 not 16.
But you did it in the correct order so congrats.
 

suicide samurai

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Jul 17, 2009
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Math people need to start writing things in such a manner as they are to be read. In a real life situation (such as making a cut-list for construction, or determining how much water is needed for a pool), the problem would have physical representation that could easily be defined by this "order of operations."

Taking this problem as written, I was assuming I was a business, making $1 each time, with a $1 loss multiplied in the middle area later divided by "0". The asnwer should have been "0."

One would not provide all the words I have written in this post, then asked for the reader to attempt to put them in the proper order.
 

martin's a madman

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Aug 20, 2008
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Speaking of math, did it blow anyone else's mind when they first learned 1/infinity was 0?

suicide samurai said:
Math people need to start writing things in such a manner as they are to be read. In a real life situation (such as making a cut-list for construction, or determining how much water is needed for a pool), the problem would have physical representation that could easily be defined by this "order of operations."

Taking this problem as written, I was assuming I was a business, making $1 each time, with a $1 loss multiplied in the middle area later divided by "0". The asnwer should have been "0."

One would not provide all the words I have written in this post, then asked for the reader to attempt to put them in the proper order.
Mathematicians have a system that works very well. And it's the order of operations.

Higher order operations come before lower order. It makes sense.

The 'way it is to be read' is really only applicable to languages which read left to right anyway.

If you learned the 'language' and conventions of mathematics this would be second nature to you.

Togs said:
Idontgetit, piece of useless GCSE maths lead me to believe anything multiplied by zero equals 1? Was I lied too?
Yes, you were lied to. Anything multiplied by zero is equal to zero.

Anything raised to the exponent of 0 is equal to 1, however.
 

Xanadu84

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Apr 9, 2008
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It's 14. But if you missed it, you arn't bad at math. Order of Operation generally doesn't come up in everyday life too often, and when it does, it's is almost never done in a way purposefully meant to confuse you. This problem is designed to make you take a glance at it, assume that it is trying to trick you into adding up the numbers and then just multiplying by 0, and making you jump on that before you process order of operations. In real math, this kind of problem wouldn't be phrased in this way. In real math, a multiply by 0 probably wouldn't even be in the original equation. If you answered 0, your math skills are probably fine. You fell for the deception, you didn't fail math. But at the end of the day, yes, the answer is 14.
 

CleverCover

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Nov 17, 2010
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I'm sorry. I blurted out one at first because
1. Forgot rule of PEMDAS
2. Thought that meant 1 to the power of 0.

Then I redid it. And got 14.

Did I do it right?

Edit: YAY I DIDN'T FAIL.