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#1
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Re: Odds of 3 in a row?
First calculate how many possible 2 cards can be dealt, which is 52*51 = 2652. You then divided by 2! (2*1) to get rid of the times where the same 2 cards come, but just in different order (AsKs is the same as KsAs) 2652/2 = 1326. Now figure out how many different possibility are there for Q4o? There are 12:
Qs 4c Qs 4d Qs 4h Qc 4s Qc 4d Qc 4h Qd 4c Qd 4s Qd 4h Qh 4s Qh 4c Qh 4d So the chance of getting Q4o for 1 hand is 12/1326. Now you simply multiply that 3 times to get the chance of getting dealt Q4o for 3 hands in a row: 12/1326 * 12/1326 * 12/1326 = 1728 / 2331473976 = 0.000000741 0.0000741% Or about 1 out of 1,349,233 (2331473976 / 1728) |
#2
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Re: Odds of 3 in a row?
Here's another one for you. What are the odds that I get J8o in three consecutive hands on the same day you make this post? It happened today.
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#3
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Thanks For The Help & Responses - NM
nm
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