Which of the following is the formula in solving for the mean of a probabilty distribution? E[x² • P(x)] VE[X2 • P(x)] E[X · P(x)] O C. VETX • P(x)] d. Which of the following is the formula in solving...


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Which of the following is the formula in solving for the mean of a probabilty distribution?<br>E[x² • P(x)]<br>VE[X2 • P(x)]<br>E[X · P(x)]<br>O C.<br>VETX • P(x)]<br>d.<br>Which of the following is the formula in solving for the varlance of a probablity distribution?<br>VE[P(x)· (µ – X)²]<br>b.<br>E[P(x) • (X – µ)²]<br>E[P(x)• (u – X)²]<br>Which of the following is the formula in solving for the standard deviation of a probability distribution?<br>VE[P(x)• (X – 1)²]<br>E[P(x) · (H – X)²]<br>Ob.<br>E[P(x) - (X – 4)°]<br>o d E[P(x)· (µ – X)²]<br>

Extracted text: Which of the following is the formula in solving for the mean of a probabilty distribution? E[x² • P(x)] VE[X2 • P(x)] E[X · P(x)] O C. VETX • P(x)] d. Which of the following is the formula in solving for the varlance of a probablity distribution? VE[P(x)· (µ – X)²] b. E[P(x) • (X – µ)²] E[P(x)• (u – X)²] Which of the following is the formula in solving for the standard deviation of a probability distribution? VE[P(x)• (X – 1)²] E[P(x) · (H – X)²] Ob. E[P(x) - (X – 4)°] o d E[P(x)· (µ – X)²]

Jun 05, 2022
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