"The more we attempt to know ourselves, the less we actually understand."
http://www.newyorker.com/online/blogs/frontal-cortex/2012/06/daniel-kahneman-bias-studies.html
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Nothing new see Enron."The more we attempt to know ourselves, the less we actually understand."
http://www.newyorker.com/online/blogs/frontal-cortex/2012/06/daniel-kahneman-bias-studies.html
kuraimen
How the **** can anyone get those two questions wrong? All you need to do is read them for a minute and do a simple algebraic operation (for the bat and ball).
Awesome job correctly identifying the point That's the idea, they're easy questions. This is an interesting study and actually makes sense, the more intelligent someone is the more they rely on quicker ways of advanced thinking. Where as if I asked these questions to someone that isn't extremely intelligent, they're more likely to take the time because they don't rapidly form these connections. Of course there are always exceptions, as with the GS poster quoted above. Seeing as how we are all brilliant here.How the **** can anyone get those two questions wrong? All you need to do is read them for a minute and do a simple algebraic operation (for the bat and ball).
Barbariser
I still don't get it. The five cent answer is only true IF the ball costs 5 cents, but if the ball costs ten cents then the dollar and five cent answer is no longer true. If the ball costs ten cents then the bat would cost one dollar. Same logic, is it not? This seems so obvious to me, but maybe I'm missing something.
I still don't get it. The five cent answer is only true IF the ball costs 5 cents, but if the ball costs ten cents then the dollar and five cent answer is no longer true. If the ball costs ten cents then the bat would cost one dollar. Same logic, is it not? This seems so obvious to me, but maybe I'm missing something.
michael582
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05
There's only one answer here..
Wow, got both those questions wrong. That honestly sounds a lot like me. In calc I'm more likely to get the multiple choice questions wrong vs. the open ended because I don't check them and I assume if I got an answer that was listed it has to be right! Man that's an eye opener.
Also linked myself to a site about the "need for cognition". Also interesting. Learning aboot meself.
[QUOTE="michael582"]
I still don't get it. The five cent answer is only true IF the ball costs 5 cents, but if the ball costs ten cents then the dollar and five cent answer is no longer true. If the ball costs ten cents then the bat would cost one dollar. Same logic, is it not? This seems so obvious to me, but maybe I'm missing something.
UCF_Knight
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05
There's only one answer here..
BS. that's just as dumb as th people saying it can't be 10 because it would only be 90 cents more. The ball is 10 cents, 10 cents plus 1.00 is 1.10. You can do it both ways.BS. that's just as dumb as th people saying it can't be 10 because it would only be 90 cents more. The ball is 10 cents, 10 cents plus 1.00 is 1.10. You can do it both ways.captainqwark20The question has two conditions: The bat has to cost a dollar more AND the total has to be a dollar and ten cents.
If the ball costs ten cents then the bat costs a dollar more, which is a dollar and ten cents. The total cost is a dollar and ten cents plus ten cents, which does not add up to a total of a dollar and ten cents.
The question has two conditions: The bat has to cost a dollar more AND the total has to be a dollar and ten cents.[QUOTE="captainqwark20"] BS. that's just as dumb as th people saying it can't be 10 because it would only be 90 cents more. The ball is 10 cents, 10 cents plus 1.00 is 1.10. You can do it both ways.MetroidPrimePwn
If the ball costs ten cents then the bat costs a dollar more, which is a dollar and ten cents. The total cost is a dollar and ten cents plus ten cents, which does not add up to a total of a dollar and ten cents.
This is very simple. Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? If I have to dimes and add a dollar it's a dollar and 10 cents. The Ball is the 10 cents, so there is no OTHER 10 cents, meaning the ball is 10 cents. Flawed logic is flawed.Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? captainqwark20
You are buying a bat and a ball. In order to get the cost of a bat and a ball, you have to add the cost of the bat to the cost of the ball.
[QUOTE="UCF_Knight"][QUOTE="michael582"]
I still don't get it. The five cent answer is only true IF the ball costs 5 cents, but if the ball costs ten cents then the dollar and five cent answer is no longer true. If the ball costs ten cents then the bat would cost one dollar. Same logic, is it not? This seems so obvious to me, but maybe I'm missing something.
captainqwark20
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05
There's only one answer here..
BS. that's just as dumb as th people saying it can't be 10 because it would only be 90 cents more. The ball is 10 cents, 10 cents plus 1.00 is 1.10. You can do it both ways. The bat would be $1.10 in that scenario...[QUOTE="MetroidPrimePwn"]The question has two conditions: The bat has to cost a dollar more AND the total has to be a dollar and ten cents.[QUOTE="captainqwark20"] BS. that's just as dumb as th people saying it can't be 10 because it would only be 90 cents more. The ball is 10 cents, 10 cents plus 1.00 is 1.10. You can do it both ways.captainqwark20
If the ball costs ten cents then the bat costs a dollar more, which is a dollar and ten cents. The total cost is a dollar and ten cents plus ten cents, which does not add up to a total of a dollar and ten cents.
This is very simple. Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? If I have to dimes and add a dollar it's a dollar and 10 cents. The Ball is the 10 cents, so there is no OTHER 10 cents, meaning the ball is 10 cents. Flawed logic is flawed. You can't be serious. Well this is a new study altogether...[QUOTE="captainqwark20"] Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? MetroidPrimePwn
You are buying a bat and a ball. In order to get the cost of a bat and a ball, you have to add the cost of the bat to the cost of the ball.
The ball is 10 cents and the bat is a $1.00. If you add them together using your logic, Qwark is rght and the answer is 1.10[QUOTE="captainqwark20"][QUOTE="MetroidPrimePwn"] The question has two conditions: The bat has to cost a dollar more AND the total has to be a dollar and ten cents.This is very simple. Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? If I have to dimes and add a dollar it's a dollar and 10 cents. The Ball is the 10 cents, so there is no OTHER 10 cents, meaning the ball is 10 cents. Flawed logic is flawed. You can't be serious. Well this is a new study altogether... Whats also interesting about this turn of events is: the ability for others to teach what they can clearly see in front of them, to another person. It seems this is an additional barrier or question to ponder.If the ball costs ten cents then the bat costs a dollar more, which is a dollar and ten cents. The total cost is a dollar and ten cents plus ten cents, which does not add up to a total of a dollar and ten cents.
UCF_Knight
[QUOTE="MetroidPrimePwn"][QUOTE="captainqwark20"] Bll is 10 cents, because 10 cents plus 1.00 is 1.10 where are you getting the extra 10 cents? captainqwark20
You are buying a bat and a ball. In order to get the cost of a bat and a ball, you have to add the cost of the bat to the cost of the ball.
The ball is 10 cents and the bat is a $1.00. If you add them together using your logic, Qwark is rght and the answer is 1.10The question: A bat and ball cost a dollar and ten cents. The bat costs a dollar more than the ball. How much does the ball cost?
If the ball costs ten cents and the bat costs a dollar, does the bat cost a dollar more than the ball?
[spoiler] I'm entirely aware that you're not being serious here, I'm just wondering where this will go :P [/spoiler]
The ball is 10 cents and the bat is a $1.00. If you add them together using your logic, Qwark is rght and the answer is 1.10[QUOTE="captainqwark20"][QUOTE="MetroidPrimePwn"]
You are buying a bat and a ball. In order to get the cost of a bat and a ball, you have to add the cost of the bat to the cost of the ball.
MetroidPrimePwn
The question: A bat and ball cost a dollar and ten cents. The bat costs a dollar more than the ball. How much does the ball cost?
If the ball costs ten cents and the bat costs a dollar, does the bat cost a dollar more than the ball?
[spoiler] I'm entirely aware that you're not being serious here, I'm just wondering where this will go :P [/spoiler]
You're fighting a losing battle.The ball is 10 cents and the bat is a $1.00. If you add them together using your logic, Qwark is rght and the answer is 1.10[QUOTE="captainqwark20"][QUOTE="MetroidPrimePwn"]
You are buying a bat and a ball. In order to get the cost of a bat and a ball, you have to add the cost of the bat to the cost of the ball.
MetroidPrimePwn
The question: A bat and ball cost a dollar and ten cents. The bat costs a dollar more than the ball. How much does the ball cost?
If the ball costs ten cents and the bat costs a dollar, does the bat cost a dollar more than the ball?
[spoiler] I'm entirely aware that you're not being serious here, I'm just wondering where this will go :P [/spoiler]
yes, 1.00 is 100 cents. 100 cents is a dollar more than 10 cents. I honestly don;t see what you're telling me, the answer is still 10 cents.100 cents is a dollar more than 10 cents..captainqwark20So 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work
[QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..UCF_KnightSo 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work
Or maybe he's the ONLY ONE who understands how numbers work :o
[QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..UCF_KnightSo 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work ok, you're getting better but your still doing it wrong. 100+10 cents is 1.10. You need to eplain it to me better so I can;t use ay cuts around what your trying to teach me. The Averageperson is going to look at this and say: "exactly, 100+10 is 110" Which it is, so the answer is still 10 cents.
So 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work[QUOTE="UCF_Knight"][QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..MetroidPrimePwn
Or maybe he's the ONLY ONE who understands how numbers work :o
hah, maybe..[QUOTE="UCF_Knight"][QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..captainqwark20So 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work ok, you're getting better but your still doing it wrong. 100+10 cents is 1.10. You need to eplain it to me better so I can;t use ay cuts around what your trying to teach me. The Averageperson is going to look at this and say: "exactly, 100+10 is 110" Which it is, so the answer is still 10 cents. I've done everything within my power This is in God's hands now.
[QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..UCF_KnightSo 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work
ahh ok i get it...
110 cents = 100 cents + 10 cents.
the bat (100 cents) is NOT1$ more than the ball (10 cents).
Its only 90 cents more.
[QUOTE="UCF_Knight"][QUOTE="captainqwark20"]100 cents is a dollar more than 10 cents..captainqwark20So 100 cents = 100 cents + 10 cents I'm not sure you understand how numbers work ok, you're getting better but your still doing it wrong. 100+10 cents is 1.10. You need to eplain it to me better so I can;t use ay cuts around what your trying to teach me. The Averageperson is going to look at this and say: "exactly, 100+10 is 110" Which it is, so the answer is still 10 cents.
I like what you're trying to do here, but the unfortunate problem is that since this isn't a religion, racism, or my little pony thread, most people aren't going to reply very many times, where as getting someone to realize an error in their own thinking (or in your case, getting someone else to go through the process of getting someone else to realize an error in their thinking) is something that requires a lot of steps and a lot of back and forth.
I like what you did as an extension of the article, though. It really adds something to this discussion, and might get a few people to think more about how to go about improving their ability to explain things to others rather than just criticizing what they see others do wrong.
[QUOTE="spideyredx"]I think I know how this question is "deceiving" you. Ill try to help: you are reading the question like this: The bat + ball = $1.10. IF the bat = 1.00 , how much is the ball? The ball must obviously be .10 and the bat is 1.00. together they equal $1.10 This is not what the question is asking. The actual question: The bat + ball = $1.10. If the bat = 1.00 MORE than the ball, how much is the ball? The bat is NOT 1.00. The bat IS 1.00 MORE than the ball. the bat and ball have to both equal 1.10. If the ball is 10cents and the bat is 1.00 MORE than 10 cents, you would have $1.20. $1.20 is the red flag. The final answer has to be 1.10 instead. The only way for this to happen is if the ball is 5cents. Now, with the ball being 5cents, the bat can be 1.00 MORE than that, which is: 1.05. Now, bat (1.05) + ball (.05) = $1.10 captainqwark20Again the what a person would think is: a dollar more than the ball? Yes, 1.00 is 1.00 more than 10 cents. Until you can actually explain it without using mind short cuts the answer is still 10 cents
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05UCF_Knight
It doesn't get more cut and dry than that.
Again the what a person would think is: a dollar more than the ball? Yes, 1.00 is 1.00 more than 10 cents. Until you can actually explain it without using mind short cuts the answer is still 10 cents[QUOTE="captainqwark20"][QUOTE="spideyredx"]I think I know how this question is "deceiving" you. Ill try to help: you are reading the question like this: The bat + ball = $1.10. IF the bat = 1.00 , how much is the ball? The ball must obviously be .10 and the bat is 1.00. together they equal $1.10 This is not what the question is asking. The actual question: The bat + ball = $1.10. If the bat = 1.00 MORE than the ball, how much is the ball? The bat is NOT 1.00. The bat IS 1.00 MORE than the ball. the bat and ball have to both equal 1.10. If the ball is 10cents and the bat is 1.00 MORE than 10 cents, you would have $1.20. $1.20 is the red flag. The final answer has to be 1.10 instead. The only way for this to happen is if the ball is 5cents. Now, with the ball being 5cents, the bat can be 1.00 MORE than that, which is: 1.05. Now, bat (1.05) + ball (.05) = $1.10 -Sun_Tzu-
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05UCF_Knight
It doesn't get more cut and dry than that.
X+(1+x)? What does that even mean? Most people wil say that. That's not explaining that's taking variables and assuming you can match them. It's also a even longer way of explaining the answer to someone.[QUOTE="-Sun_Tzu-"][QUOTE="captainqwark20"] Again the what a person would think is: a dollar more than the ball? Yes, 1.00 is 1.00 more than 10 cents. Until you can actually explain it without using mind short cuts the answer is still 10 centscaptainqwark20
x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05UCF_Knight
It doesn't get more cut and dry than that.
X+(1+x)? What does that even mean? Most people wil say that. That's not explaining that's taking variables and assuming you can match them. It's also a even longer way of explaining the answer to someone. x is the cost of the ball. Since the bat is a dollar more the cost of the bat equals 1+x. And the total cost equals 1.10 which must also equal x+(1+x). This is an algebraic equation so basic that you don't even need to know algebra to understand it. All you need is a rudimentary understanding of addition and subtraction.The whole point of the article is that the mind likes to take shortcuts. Sure, its fairly easy to calculate the cost of the ball using algebra, but a lot of minds get fooled by the quick solution. It's like those trick questions when they ask what color is this word. The word is blue but its written in red letters. So people say blue.
[QUOTE="captainqwark20"][QUOTE="-Sun_Tzu-"] [quote="UCF_Knight"]x + (1 + x) = $1.10
2x + 1 = $1.10
2x = .10
x = .05-Sun_Tzu-
It doesn't get more cut and dry than that.
X+(1+x)? What does that even mean? Most people wil say that. That's not explaining that's taking variables and assuming you can match them. It's also a even longer way of explaining the answer to someone. x is the cost of the ball. Since the bat is a dollar more the cost of the bat equals 1+x. And the total cost equals 1.10 which must also equal x+(1+x). This is an algebraic equation so basic that you don't even need to know algebra to understand it. All you need is a rudimentary understanding of addition and subtraction. You are wrong, you think people can just understand it, not to mention it's a longer way then putting out a universal and short answer. You are using mental shortcuts to teach. Not to mention that plus next to the first X should not really be there. Here: X is =10 10(1+x)=110 `10/1=10 X=10 10x10=100+ x=10 100+10=110 110=110 The answer is still 10 cents. It's not that hard to do this simply guys.Funny that a single user in this thread is wrong and the stubbornness to admit one wrongness is properly bias.alexside1Someone hasn;t read the thread, everyon knows I know the answer, they just don't know how to explain, don't jump in without reading next time before I have to slap you.
[QUOTE="alexside1"]Funny that a single user in this thread is wrong and the stubbornness to admit one wrongness is properly bias.captainqwark20Someone hasn;t read the thread, everyon knows I know the answer, they just don't know how to explain, don't jump in without reading next time before I have to slap you. Everyone knows that you are wrong, explain it, and you are stubborn to admit it.
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