[問題] 一題看不懂的英文統計題
女朋友的生統老師出了一題不知所云的考題
看了很久也看不懂，附上題目與解答
希望有神人幫幫忙解釋一下
A researcher wanted to study the effects of mentoring on intelligence scores.
He wanted to know as a baseline what the average intelligence of his students
were relative to the general population. He used a standardized IQ test which
has a mean of 100 and standard deviation of 16. The 50 students in his study
scored an average of 102 on the IQ test. At what percentile of intelligences
is the average IQ of his students relative to his population ?
1. First find the standard error of the mean for a sample size of 50
，16/SQRT(50) = 2.26
2. How many standard errors are there between the observed sample mean and
the population mean: (102-100)/2.26 = .8849 standard errors.
3. The percent of area under the normal curve from negative infinity to
.8849 =81.2%, meaning the average intelligence of this set of students is
higher than 81.2% of all other samples of 50 students. It is also 31.2%
above an average IQ given this sample size.
Finally, we can use the 1-sample z-test to test hypotheses. The general
framework of Hypothesis testing will be covered in future lessons.
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比較大的問題是我看不懂 At what percentile of intelligences is the average
IQ of his students relative to his population ? 這句的意思看不太懂
解答中的第三點也看不出它想表達出的意思。81.2%的學生高於其他的學生?
這實在不懂阿
※ 編輯: siaxing 來自: 114.27.134.195 (04/17 17:59)
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