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#1
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How many combinations of 5 cards could be made from this group of 12?
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Net 54-- the discussion board where people resent discussions. ![]() My avatar is a sketch by my son who is an art school graduate. Some of his sketches and paintings are at https://www.jamesspaethartwork.com/ |
#2
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I believe it's 792 combos. Statistically, 12 choose 5, which would be 12!/[(5!)(7!)].
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#3
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Indeed. Dividing by 7! accounts for only choosing 5 items of the 12, and dividing by 5! accounts for the fact that within the group of 5 sequence doesn't matter.
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Net 54-- the discussion board where people resent discussions. ![]() My avatar is a sketch by my son who is an art school graduate. Some of his sketches and paintings are at https://www.jamesspaethartwork.com/ Last edited by Peter_Spaeth; 01-04-2019 at 05:37 PM. |
#4
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How many combinations of the 12 cards shown can be made to form a Baker's Dozen? Answer correctly and you can purchase all 12, or is it 13, for $40 shipped. Please answer only if you intend to purchase.
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RAUCOUS SPORTS CARD FORUM MEMBER AND MONSTER FATHER. GOOD FOR THE HOBBY AND THE FORUM WITH A VAULT IN AN UNDISCLOSED LOCATION FILLED WITH WORTHLESS NON-FUNGIBLES 274/1000 Monster Number Last edited by frankbmd; 01-05-2019 at 12:27 PM. |
#5
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I’m gonna go with this answer. It depends on whether you are seeking combinations or permutations.
Permutations = 13! (13 - 12)! = 6,227,020,800 Combinations = 13! 12! × (13 - 12)! = 13 Best SGL |
#6
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__________________
RAUCOUS SPORTS CARD FORUM MEMBER AND MONSTER FATHER. GOOD FOR THE HOBBY AND THE FORUM WITH A VAULT IN AN UNDISCLOSED LOCATION FILLED WITH WORTHLESS NON-FUNGIBLES 274/1000 Monster Number |
#7
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If I were to answer I would answer 0.
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Net 54-- the discussion board where people resent discussions. ![]() My avatar is a sketch by my son who is an art school graduate. Some of his sketches and paintings are at https://www.jamesspaethartwork.com/ |
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