

(a) z 0.81 for a right tail test for a difference in two proportions Round your answer to two decimal places. p-value the absolute tolerance is +/-0.01 SHOW HINT LINK TO TEXT (b) Z =-2.46 for a left tail test for a difference in two means Round your answer to three decimal places. p-value- the absolute tolerance is +/-0.001
In a two tail hypothesis test the value of one tail is 0.041 and α= 0.01, what statistical decision will you make regarding the null hypothesis you are testing (reject or not reject)?
please help.. respond to the following in at least 175 words. The difference between a one tail and a two tailed test. The importance of stating the null and alternative hypotheses before conducting the test. The importance of a type one error (p) in conducting the test The relationship between the p value and our decision to accept or reject the null hypothesis
In a two-tail test for the population mean, if we decided in favor of the alternative hypothesis when the null hypothesis is false, A. a Type II error is made B. a one-tail test should be used instead of a two-tail test C. a correct decision is made D. a Type I error is made In a one-tail test for the population mean, if we decide in favor of the null hypothesis when the alternative hypothesis is true, A. a...
1- Explain how you would test the hypotheses for paired difference between the means of two populations. Give an example. 2- Explain how the proportions for two populations are used in hypotheses testing about two population proportions. Give an example. Note: type it if possible.
Part 1) The critical value of t at a .01 level in a one-tail test will equal the critical value of t for a two-tail test at what level of significance? .05 .10 .20 None of these Part 2) The critical value of t at a .05 level in a two-tail test will equal the critical value of t for a one-tail test at what level of significance? .025 .10 .20 None of these
1. When do we use a chi-square test ? Explain with a help of some examples, the difference between a right-tail, a left-tail and a two-tail chi-square test. 1.1 11. Ce
Explain two - way ANOVA. What is the statistical information difference between this and a one way ANOVA.
11. Flipping coins: We flipped 40 coins, and observations are obtained as 25 Head and 15 Tail. Please test the variance to find out if there is a significant difference between the observation and expected value at 95% confidence level. [10 points]
11. Flipping coins: We flipped 40 coins, and observations are obtained as 25 Head and 15 Tail. Please test the variance to find out if there is a significant difference between the observation and expected value at 95%...
QUESTION 2 Which of the following is TRUE? The p-value for a two tail test is less than the p-value for the corresponding one tail test. The calculated p-value should be divided by 2 to make the decision for a two tail test. The calculated p-value should be compared with the selected level of significance divided by 2 (a/2) to make the decision for a two tail test. O None of the above.