应该是这样的:
排列:
Aₙ ᵐ = n!/(n-m)!
= n(n-1)(n-2)…(n-m+2)(n-m+1)
Aₙⁿ = n!= n(n-1)(n-2)…2·1
A₀⁰ = 0!= 1
组合:
Cₙᵐ = Aᵐₙ /Aⁿₙ
= n!/[ m!·(n-m)! ]
Cₙ⁰ = Cₙⁿ = 1
(m<n)
没有C₀⁰。
应该是这样的:
排列:
Aₙ ᵐ = n!/(n-m)!
= n(n-1)(n-2)…(n-m+2)(n-m+1)
Aₙⁿ = n!= n(n-1)(n-2)…2·1
A₀⁰ = 0!= 1
组合:
Cₙᵐ = Aᵐₙ /Aⁿₙ
= n!/[ m!·(n-m)! ]
Cₙ⁰ = Cₙⁿ = 1
(m<n)
没有C₀⁰。
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