Find the p-value of the test hypothesis , Basic Statistics

It is known that the average height of a man residing in the Canada is 174 cm and the standard deviation is 8 cm. Assume the heights are normally distributed. To test the hypothesis that men in your city are "average," a sample of 20 men have been chosen. The heights of the men in the sample follow:

1163_probability.png

a) Test the hypothesis at the significance level of a1 = 0.05

b) Test the hypothesis at the significance level of a2= 0.01.

c) Find the p-value of the test, and use the p-value to verify your answers.

Posted Date: 3/11/2013 6:09:17 AM | Location : United States







Related Discussions:- Find the p-value of the test hypothesis , Assignment Help, Ask Question on Find the p-value of the test hypothesis , Get Answer, Expert's Help, Find the p-value of the test hypothesis Discussions

Write discussion on Find the p-value of the test hypothesis
Your posts are moderated
Related Questions
For an alignment shown below derive log-odds score for the column 1 only by a)  Computing observed probability values b)  Expected probability values TAGCTT AAGCTC T

ABC company has 2000 accounts receivable. The mean and standard deviation are $300 and $50, respectively. Assume that the accounts are normally distributed.

solved example with data of bi variate frequency distribution

a company has two processes whose details are as follows: Materials 3000kg @ k0.30/kg, labour K120 for process 1 and material 2000kg @ k0.40/kg and labour k84 for process 2. actual

A, Suppose a CD player player tries to detect whether its partner is C player instead of a DD player by looking for external signals that are at least as typical for DD players tha

Your friend Jose is trying to decide whether to buy or lease his next vehicle. He has gathered information about each option but is not sure how to compare the alternatives. Purcha

What is the difference between parametric and non-parametric stats tests? Different kinds or levels of data need to be analysed using different kinds of stats tests. The basic dist

We have two applicants who are applying for a job. They both took the high school exit exam, but different ones. Shannon took the ACT and scored 26, Frank took the SAT scored 1350.

An individual has $ 100 initially. He repeatedly plays a game of chance in which he earns $ 100 with probability 0.8 or loses $ 100 with probability 0.2. The stops playing at the f