mean_and_variance_of_geometric_distribution

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mean_and_variance_of_geometric_distribution [2023/10/18 17:33] hkimscilmean_and_variance_of_geometric_distribution [2025/07/05 18:20] (current) hkimscil
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 ====== Mean and Variance of Geometric Distribution ====== ====== Mean and Variance of Geometric Distribution ======
 +기하분포의 평균, 그리고 분산
 ====== Mean ====== ====== Mean ======
 기대값 E(X)는 아래처럼 배웠고.  기대값 E(X)는 아래처럼 배웠고. 
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 $p(x) = q^{(k-1)} \cdot p $ 혹은  $p(x) = q^{(k-1)} \cdot p $ 혹은 
 $p(x) = (1-p)^{(k-1)} \cdot p $ $p(x) = (1-p)^{(k-1)} \cdot p $
-그리고 우선 $(1)$식에서 $E(X^2)$ 부분을 보면, +그리고 우선 $(6)$식에서 $E(X^2)$ 부분을 보면, 
  
 \begin{align} \begin{align}
mean_and_variance_of_geometric_distribution.1697618012.txt.gz · Last modified: 2023/10/18 17:33 by hkimscil

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