问一道题：NO.PZ2015120604000132

问题如下：

Which of the following is the most accurate statements about hypothesis testing?

选项：

The calculated z-statistic for a test of a sample variance when the population variance isknown as: $z = \frac{\bar{X} - μ_{0}}{σ / \sqrt{n}}$ (σ² is the variance).

If the computed z-statistic = -3 and the critical z-value = -2, the null hypothesis should be accepted.

Type I error equals the significance level.

解释：

C is correct.

The z-statistic is used for the test of a sample mean not variance .

If the computed z-statistic = -3 and the critical z-value = -2, the null hypothesis should be rejected.

没明白C选项为什么正确

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1 个答案

星星_品职助教 · 2019年11月18日

同学你好，

C选项就是第一类错误的一个重要结论。第一类错误的概率=α（significance level），第二类错误无此结论。

这个知识点常见的考察方式为significance level 下降 / 从10%变到5% / confidence level从90%变到95% / confidence level上升后的结论：第一类错误（下降），第二类错误（上升），power of test（下降）

注意significance level是那个比较小的概率1%，5%，10%等。95%那些是confidence level不要混了。加油

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NO.PZ2015120604000132 没有明白B为何不对，请帮忙解答。谢谢。

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问一道题：NO.PZ2015120604000132

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