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#27
10-06-2016, 12:27 PM
 x-ray vision Charter Member Join Date: Oct 2002 Location: N.J. Posts: 5,282
I'm blaming my confusion on LSLGuy.

Quote:
 Originally Posted by LSLGuy IMO the above part is right. Then you go wrong here:How many different ways can we remove a six? Let's assume we have a green and a red die so we can tell them apart. As you said, the possibilities expressed in green, red order are: 1,6 2,6 3,6 4,6 5,6 6,6 6,5 6,4 6,3 6,2 6,1 If the green die is a 6 we're looking at one of the bottom 6 possibilities. 1/6th of which have another 6, the red die. If the red die is a 6 we're looking at one of the top 6 possibilities. 1/6th of which have another 6, the green die. Result: it doesn't matter which die is a 6. Red, green, or both. After you remove one of the sixes the chance of the other being a 6 is 1/6.
He has every combination twice because order matters, but he doesn't for the 6,6 combination. The order of 6s matters too. So it should be:

1,6
2,6
3,6
4,6
5,6
6,6
6,6
6,5
6,4
6,3
6,2
6,1