A.α
B.β
C.1-α
D.1-β
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A.θ^的數(shù)值接近于總體參數(shù)θ
B.θ^的期望等于總體參數(shù)θ
C.θ^的方差接近于總體參數(shù)θ
D.θ^的方差接近于總體方差σ2
A.近似等于θ的量
B.隨機(jī)變量
C.數(shù)學(xué)期望等于θ的統(tǒng)計(jì)量
D.方差固定的統(tǒng)計(jì)量
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最新試題
為什么在計(jì)算平均指標(biāo)的基礎(chǔ)上還有必要進(jìn)一步計(jì)算變異指標(biāo)?
最能反映離散程度的指標(biāo)是()
A student achieves an 82 on the first test in a statistics course. From this, she assumes that her average at the end of the semester (after other tests) will be about 82. This is an example of ().
Simon Arnett, Director of Human Resources, is exploring the causes of employee absenteeism at Buderim Bottling during the last operating year (1 January 2005 to 31 December 2005). The average number of absences per employee, calculated from the personnel data of all employees, is a ().
一個(gè)地區(qū)一定時(shí)期的商品零售額屬于()