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(Free42) not a bug - COMB
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07-13-2020, 12:10 PM
Post: #3
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RE: (Free42) not a bug - COMB
We can shift the argument: \( \binom{n}{r} = {n \over n-r}\; \binom{n-1}{r} \)
→ C(20408, 10204) = 2 × C(20407, 10204) |
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(Free42) not a bug - COMB - Werner - 07-13-2020, 11:36 AM
RE: (Free42) not a bug - COMB - Paul Dale - 07-13-2020, 12:03 PM
RE: (Free42) not a bug - COMB - Werner - 07-13-2020, 12:22 PM
RE: (Free42) not a bug - COMB - Werner - 07-13-2020, 01:16 PM
RE: (Free42) not a bug - COMB - Albert Chan - 07-13-2020 12:10 PM
RE: (Free42) not a bug - COMB - Werner - 07-13-2020, 12:28 PM
RE: (Free42) not a bug - COMB - Thomas Okken - 07-13-2020, 12:58 PM
RE: (Free42) not a bug - COMB - Thomas Okken - 07-14-2020, 03:38 AM
RE: (Free42) not a bug - COMB - Werner - 07-14-2020, 06:57 AM
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