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How is your Cognitive Reflection?


corydoras

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A bat and ball cost £1.10. If the bat costs £1 more than the ball then how much does the ball cost?

The problem isn't what people don't know, it's what they know that just ain't so.
Vaut mieux ne rien dire et passer pour un con que de parler et prouver que t'en est un!
Mi, ch’fais toudis à m’mote

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I thought they were protected therefore cannot be sold therefore the ball is 10p i told you it was £1.10 and kept the quid,do bats retrieve balls i would like to see that

Believe NOTHING anyones says or writes unless you witness it yourself and even then your eyes can deceive you

None of this "the enemy of my enemy is my friend" crap it just means i have at least two enemies!

 

There is only one opinion i listen to ,its mine and its ALWAYS right even when its wrong

 

Its far easier to curse the darkness than light one candle

 

Mathew 4:19

Grangers law : anything i say will  turn out the opposite or not happen at all!

Life insurance? you wont enjoy a penny!

"To compel a man to furnish contributions of money for the propagation of opinions which he disbelieves and abhors, is sinful and tyrannical." Thomas Jefferson

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As Garylee said. It's a straightforward simultaneous equation.

 

Sorry, I'm always told I think in algebra!

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As Garylee said. It's a straightforward simultaneous equation.

Yea it's one of those thingys wot he said.

Smile they said life could get worse, I did and it was

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I thought they were protected therefore cannot be sold therefore the ball is 10p i told you it was £1.10 and kept the quid,do bats retrieve balls i would like to see that

Wrong!

The problem isn't what people don't know, it's what they know that just ain't so.
Vaut mieux ne rien dire et passer pour un con que de parler et prouver que t'en est un!
Mi, ch’fais toudis à m’mote

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Two fur a pound, Two fur a pound.

I shop in the 99p shop: but then again some people are willing to pay extra for quality.

Smile they said life could get worse, I did and it was

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It's obvious to me too that it's a simultaneous equation type problem. The more interesting question is why £1 and 10p are the obvious and intuitive (wrong) answers. I wonder if you could rephrase the question in a way that makes people jump to the right conclusion?

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It's obvious to me too that it's a simultaneous equation type problem. The more interesting question is why £1 and 10p are the obvious and intuitive (wrong) answers. I wonder if you could rephrase the question in a way that makes people jump to the right conclusion?

The answer to that question is here.

The problem isn't what people don't know, it's what they know that just ain't so.
Vaut mieux ne rien dire et passer pour un con que de parler et prouver que t'en est un!
Mi, ch’fais toudis à m’mote

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