Difference between revisions of "Blank dice"

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(Created page with 'Here is a probability brain teaser that I remember from a math for elementary ed class I tutored. ==Puzzle== When you roll two six sided fair dice and add the dots displayed,…')
 
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==Puzzle==
 
==Puzzle==
  
When you roll two six sided fair dice and add the dots displayed, you can get any number from 2 to 12.  However, some sums are more likely to appear than others.  Now suppose you have two six sided fair dice, with no dots on any of the faces (they are blank).  Armed with only a Sharpe and your puzzle solving prowess, draw dots on the dice so that each sum which can appear will appear with equal probability.
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When you roll two six-sided fair dice, the total number of dots displayed can be anything from 2 to 12.  However, some sums are more likely than others.  Now suppose you have two six-sided fair dice, with no dots on any of the faces (they are blank).  Armed with only a marker pen and your puzzle-solving prowess, how can you draw dots on the dice so that each possible sum will appear with equal probability?
  
 
[[Category: Probability]]
 
[[Category: Probability]]

Revision as of 07:04, 13 October 2010

Here is a probability brain teaser that I remember from a math for elementary ed class I tutored.

Puzzle

When you roll two six-sided fair dice, the total number of dots displayed can be anything from 2 to 12. However, some sums are more likely than others. Now suppose you have two six-sided fair dice, with no dots on any of the faces (they are blank). Armed with only a marker pen and your puzzle-solving prowess, how can you draw dots on the dice so that each possible sum will appear with equal probability?