1. Seri En,X, =180 X =4,5 Ση(X- Χ) =56 Em,n, =110 Ση-20 Ση (m- X) =95 2. Seri 3. Seri ΣηΧ-120 X =6,2 Ση(Χ- Χ): =137, 20

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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The table below shows the values ​​of 4 different series. Calculate the coefficients of variation of the series from the given values. Compare the variability of the series according to the coefficient of variation values ​​you found.

1. Seri
En,X,=180
X =4,5
Ση(Χ- X)' =56
2. Seri
Em,n, =110
Ση-20
Ση (mΧ' -95
ΣηΧ-120
Ση(Χ-x)' =137, 0
3. Seri
X =6,2
4. Seri
ΣΧ-600
= 40
Σχ- Χ =680
Transcribed Image Text:1. Seri En,X,=180 X =4,5 Ση(Χ- X)' =56 2. Seri Em,n, =110 Ση-20 Ση (mΧ' -95 ΣηΧ-120 Ση(Χ-x)' =137, 0 3. Seri X =6,2 4. Seri ΣΧ-600 = 40 Σχ- Χ =680
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