Math Q: Which has better odds?
#11

Can be summarised as follows:

P6= (6,6)(1,0)(42, 0)/(49,6)
P5+1 = (6, 5)(1,1)(42, 0)/(49,6)
P5 = (6, 5)(1,0)(42, 1)/(49,6)
P4+1 = (6,4)(1, 1)(42, 1)/(49,6)
P4 = (6,4)(1,0)(42, 2)/(49,6)

If you observe the pattern, can derive others
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Messages In This Thread
Math Q: Which has better odds? - by Sentinel - 26-01-2023, 08:21 PM
RE: Math Q: Which has better odds? - by grotesqueness - 26-01-2023, 08:34 PM
RE: Math Q: Which has better odds? - by winbig - 26-01-2023, 08:35 PM
RE: Math Q: Which has better odds? - by WhatDoYouThink! - 26-01-2023, 08:46 PM
RE: Math Q: Which has better odds? - by winbig - 26-01-2023, 08:50 PM
RE: Math Q: Which has better odds? - by WhatDoYouThink! - 26-01-2023, 08:56 PM
RE: Math Q: Which has better odds? - by winbig - 26-01-2023, 09:11 PM
RE: Math Q: Which has better odds? - by WhatDoYouThink! - 26-01-2023, 09:15 PM
RE: Math Q: Which has better odds? - by exEDMW here are losers - 26-01-2023, 09:11 PM
RE: Math Q: Which has better odds? - by forum456 - 26-01-2023, 09:34 PM
RE: Math Q: Which has better odds? - by WhatDoYouThink! - 27-01-2023, 03:25 PM

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