A machine is considered to be operating in an acceptable manner if it produces 0.5% or fewer defective parts. It is not performing in an acceptable manner if more than 0.5% of its production is defective. The hypothesis Ho: p = 0.005 is tested against the hypothesis Ha: p > 0.005 by taking a random sample of 50 parts produced by the machine. The null hypothesis is rejected if two or more defective parts are found in the sample. Find the probability of the type I error.
Answer to relevant QuestionsYou are interested in comparing the null hypothesis p = 0.8 against the alternative hypothesis p = 0.8. In 100 trials you observe 73 successes. Calculate the p-value associated with this result. Use a computer or calculator to find the area to the right of t = 1.12 with df = 15 Draw a sketch showing the question with the answer. All tomatoes that a certain supermarket buys from growers must meet the store’s specifications of a mean diameter of 6.0 cm and a standard deviation of no more than 0.2 cm. The supermarket’s buyer visits a potential new ...The variance for each of Student’s t-distributions is equal to df/(df - 2) Find the standard deviation for a Student’s t-distribution with each of the following degrees of freedom: a. 10 b. 20 c. 30 In summary: d. ...Make a list of four numbers that total “zero.” How many numbers were you able to pick without restriction? Explain how this demonstrates degrees of freedom.
Post your question