Ans 1 ) In hypothesis testing, the hypothesis that is assumed to be true for the purpose of testing is called the null hypothesis
Ans 2 ) null hypothesis are determined by the nature of the hypothesis test and the
d) significance level
Ans 3 ) a) the test statistic is calculated based on a sample and the null hypothesis
Ans 4 ) The type I error is
b ) Rejecting a true null hypothesis
Ans 5 ) The probability of committing type I error is
c ) significance level
Ans 6 ) this is true
1. In hypothesis testing, the hypothesis that is assumed to be true for the purpose of...
1. In testing hypotheses, the researcher initially assumes that the alternative hypothesis is true and uses the sample data to reject it. True False 2. The first step in testing a hypothesis is to establish a true null hypothesis and a false alternative hypothesis. True False 6. The power curve provides the probability of Correctly accepting the null hypothesis Incorrectly accepting the null hypothesis Correctly rejecting the alternative hypothesis Correctly rejecting the null hypothesis 7. Suppose that Ho: μ ≤...
When testing at 95% confidence, what is the probability of rejecting a true na hypothesis? 16. A random sample of 16 sta on a final exam, with a sample andom sample of 16 statistics students showed that they scored an average of 84 nal exam, with a sample standard deviation of 5 points. Give a 98% dence interval estimate of the average exam score for all students who took this exam ".Dased on historical observation, the average monthly income for...
In hypothesis testing, the level of significance (a) is also known as the size of the rejection region or size of the critical region. True False In a hypothesis test, the probability of obtaining a value of the test statistic equal to or even more extreme than the value observed, given that the null hypothesis is true, is referred to as what? The p-value The level of significance The statistical power What is the requirement for a large sample to...
Which of the following is a TRUE statement about hypothesis testing? The probability of a Type I error plus the probability of a Type II error always equals one. The power of a test concerns its ability to detect a null hypothesis. If there is sufficient evidence to reject a null hypothesis at the 5% level, then there is sufficient evidence to reject it at the 10% level. Whether to use a one-sided or a two-sided test is typically decided...
In hypothesis testing, which of the following results in a type I error? Rejecting a true null hypothesis Rejecting a true alternative hypothesis Rejecting a false null hypothesis Rejecting a false alternative hypothesis
13) Determine the decision criterion for rejecting the null hypothesis in the given hypothesis test; i.e., describe the values of the test statistic that would result in rejection of the null hypothesis. Suppose you wish to test the claim that μd, the mean value of the differences d for a population of paired data, is greater than 0. Given a sample of n = 15 and a significance level of α = 0.01, what criterion would be used for rejecting...
Please help with these 4 questions Check True/False: Q1- [0.5 point] A one-tail hypothesis test is used whenever the alternative hypothesis is express as = O True O False Q2-10.5 point) A two-tail hypothesis test is used when the alternative hypothesis is stated as or > with the rejection area on the same side as the inequality points. O True O False Q3- [0.5 point] If the p-value is greater than a, we do not reject the null hypothesis. Otherwise,...
4. Find the critical region of the likelihood ratio test for testing the null hypothesis Ho o aainst Ho on the basis of a random sample of sizen from a Follow the steps below normal population with the unknown mean for be the parameter space for(,o), and o be the subs et of 4-1) Let hypothesis , The parameter space can be expressed as Q= {-0< uo,0>0 Express similarly. (1 point) [Hint] 2 under the null hypothes is. Express the...
Need help with this testing a population proportion problem. B A Response cats Hypothesis Test about a Population Proportion dogs cats =COUNTA(A2:A51) dogs Sample Size Response of Interest Count for Response Sample Proportion dogs cats =D5/D3 cats cats Hypothesized Value cats cats =SQRT(D8*(1-D8)/D3) Standard Error Test Statistic z cats dogs dogs dogs dogs =NORM.S.DIST(D11, TRUE) 14 p-value (Lower Tail) p-value (Upper Tail) p-value (Two Tail) 15 = 2*MIN(D13,014) Enter these same formulas in your downloaded Excel spreadsheet. Use the values...
A hypothesis test is conducted to test the null hypothesis that the mean is less than 12. Use a 0.01 level of significance. What type of test is this? Right tail Two tail Left tail What is the critical value? 2.33 -2.33 1.78 correct answer is not given Suppose the test statistic was -2.50 What is the conclusion? Fail to reject Ho. There is not sufficent evidence to support the claim that the mean is less than 12. Reject Ho....