#1
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Math for flushes from suited down cards, flop, turn and river.
Here is math that I believe to be correct but could one of you guru's eyeball it and comment so others may not be miss-led? Thank you.
<font class="small">Code:</font><hr /><pre> Flushes From Suited Down Card (includes straight flushes) Flop (3-Board) (50 C 3) = 19600 3 Flush Cards (11 C 3) * (39 C 0) = 165 * 1 = 165 2 Flush Cards (11 C 2) * (39 C 1) = 55 * 39 = 2145 1 Flush Cards (11 C 1) * (39 C 2) = 11 * 741 = 8151 Turn (4-Board) (50 C 4) = 230300 4 Flush Cards (11 C 4) * (39 C 0) = 330 * 1 = 330 3 Flush Cards (11 C 3) * (39 C 1) = 165 * 39 = 6435 2 Flush Cards (11 C 2) * (39 C 2) = 55 * 741 = 40755 River (5-Board) (50 C 5) = 2118760 5 Flush Cards (11 C 5) * (39 C 0) = 462 * 1 = 462 4 Flush Cards (11 C 4) * (39 C 1) = 330 * 39 = 12870 3 Flush Cards (11 C 3) * (39 C 2) = 165 * 741 = 122265 Flopping a flush [165/19600] * 100 ~ .84% 4-flush on flop [2145/19600] * 100 ~ 10.94% 3-flush on flop [8151/19600] * 100 ~ 41.89% Flush by the turn [(6435 + 330)/230300] * 100 ~ 2.94% 4-flush on turn [40755/230300] * 100 ~ 17.7% Flush by river [(462 + 12870 + 122265)/2118760] * 100 ~ 6.4% </pre><hr /> |
#2
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Re: Math for flushes from suited down cards, flop, turn and river.
All correct.
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#3
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Re: Math for flushes from suited down cards, flop, turn and river.
Yeah, meant to post earlier...it all looks right, after I figured out what the hell you were getting at. For some reason I found it confusing. Although, looking at it now it doesn't seem as bad as it first did.
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