A computer chip manufacturer makes an extremely fast computerchip for spy satellites. Because this chip is so powerful the yieldis only 4%. That is, only 4% of thechips produced can be used inthe satellite. They hope to improve that yield rate. Afterimplementing several new manufacturing procedures, the companyreevaluatedits yield rate using a random sample of 352 chips andfound the yield rate to now be 5%. What is the appropriatehypothesis?A) H0: p = 0.04; HA: p≠ 0.04; z = 1.07; P-value = 0.2846B) H0: p = 0.04; HA: p < 0.04; z =1.07; P-value = 0.8577C) H0: p = 0.04; HA: p > 0.04; z =0.96; P-value = 0.1685D) H0: p = 0.04; HA: p < 0.04; z =-1.07; P-value = 0.8577E) H0: p = 0.04; HA: p > 0.04; z =-1.07; P-value = 0.1423
The FDA recommends that Americans get on average 3,000mg of salt in their daily diet. Suppose that you are interested in testing if Americans' average daily intake isdifferent from 3,000mg. What is the correct null and alternative hypothesis statements?A. Ho:mu = 3000 Ha:mu > 3000B. Ho:mu = 3000 Ha:mu < 3000C. Ho:mu = 3000 Ha:mu does not equal 3000D. Ho:xbar = 3000 Ha:xbar > 3000E. Ho:xbar = 3000 Ha:xbar > 3000F. Ho:xbar = 3000 Ha:xbar > 3000
Can you provide me 3 Null Hypothesis &and under each null hypothesis, 3 alternative hypothesis as well. hypothesis that are logical and rationalthanksNull hypothesis _______________________________Alternative hypothesis ________________________Alternative hypothesis ________________________Alternative hypothesis ________________________Null hypothesis _______________________________Alternative hypothesis ________________________Alternative hypothesis ________________________Alternative hypothesis ________________________Null hypothesis _______________________________Alternative hypothesis ________________________Alternative hypothesis ________________________Alternative hypothesis ________________________:]
What is the alternative hypothesis for a null hypothesis saying the average time a person keeps a cell phone is at most three years? Some one please help. Thank you.
Your search A local fast food chain has partnered with its beef supplier. The chain purchases beef in packages of 10 lbs. It does not wish to accept underweightpackages of beef. A sample of 40 packages shows an average weight of 9.95 lbs. with a standard deviation of .1 lbs. a.) State the null and alternative hypotheses_________________ b.) Complete the remaining hypothesis testing steps using a=.05 Critical Values ____________ Test Statistic ______________ c.) Find the P-Value_____________ State your conclusion.
An entrepeneur is considering the purchase of a coin-operated laundry. The current owner claims that over the past 5 years, the mean daily revenue was $675 with astandard deviation of $75. A sample of 30 days reveals a daily mean revenue of $625.Using a .01 level of significance, is there evidence of that the daily mean revenue was $675?a.) State the null hypothesisb.) State the alternative hypothesisc.) What critical values should be used?d) What is the test statistic?e.) What is the p-value?f.) Interpret the meaning of the p-valueg) Should the null hypothesis be rejected?h) What is the conclusion?i) state one of the assumptions neededI REALLY DO VERY MUCH APPRECIATE YOUR ASSISTANCE.PLEASE SHOW ME THE FORMULAS AND THE WORK SO i CAN TRY TO RECREATE MOST OF THIS IN PHSTATS.THANK YOU VERY MUCH
A major DVD rental chain is considering opening a new store in an area that currently does not have any such stores.The chain will open if there is evidencethat more than 5,000 of the 20,000 households in the area are equipped with DVD players.It conducts a telephone poll of 300 randomly selected households inthe area and finds that 96 have DVD players.If you were to conduct a test to determine whether there is evidence that the proportion is different from 0.25,a.) State the null hypothesisb.) State the alternative hypothesisc.) What critical values should be used?d.) What is the test statistic?e.) What is the p-value?f.) Interpret th emeaning of the p-valueg.) Should the null hypothesis be rejected?h.) What is the conclusion?i.) State one of the assumptions needTHANK YOU SO MUCH FOR YOUR HELP!PLEASE SHOW ME THE FORMULAS (SHOW THE WORK). I NEED TO TRY TO PLUG THIS INTO PHSTAT FOR EXCEL
Whats worng? Here are several situations where there is an incorect application of ideas presented in this section. WRITE A SHORT PARAGRAPH EXPLAINING WHAT ISWRONG IN EACH SITUATION AND WHY IT IS WRONG?a) A random sample of size 20 is taken from a population that is assumed to have a standard deviation of 12. The standard deviation of the sample mean is12/20.b) A researcher tests the following null hypothesis Ho: xbar = 10.c) A study with xbar = 48 reports statistical significance for Ha = mu(u) > 54.d) A researcher tests the hypothesis Ho: mu (u) = 50 and concludes that the population mean is equal to 50.
On graduation day in a large university among a random sample of 60 graduates, 12 indicatedthat they had changed their major at least one time during their course of study. The recordsoffice believes that less than 25% of all their grduates change their major. Can the sampleresults support the records office belief? Use a 1% signicance level.
Minute Maid states that a bottle of juice contains 473 mL. Consumer groups are interested in determining if the bottles contain less than the amount stated on thelabel. To test their claim, they sample 30 bottles. The sample mean was 472mL and the standard deviation is 0.2. Is Minute Maid putting less than 473 mL into thebottles? Select the correct null and alternative hypothesis below.A. Ho: mu=473 Ha: mu not equal to 473B. Ho: mu=473 Ha: mu < 473C. Ho: mu=473 Ha: mu > 473D. Ho: xbar= 473 Ha: xbar does not equal 473E. Ho: xbar= 473 Ha: xbar < 473F. Ho: xbar = 473 Ha: xbar > 473
Write the null and alternative hypothesis in symbolic form.a) the mean of weight of women who won Miss America is equal to 121 lbs.b) More the 36% of internet users pay bills on linec) IQ scores of college professors have a standard deviation less than 15.
QUESTION 1Given: Ho: p = .4 Ha: p: not equal to.4 ,Y = # of successes in a sample of size n = 9(a) Let the decision rule be to reject H0 if either Y = c1 or Y = c2.Find a rejection region so a is as close as possible to .01 but not exceeding .01..Using the test you set up in (a), answer (b)-(e) below.(b What is the probability of making a type 1 error?(c) Find type II error rate if in fact the true value of p is .7 .(c) Find the power of the test when p = .7 .(d) If X is observed to be yo = 6,(i) What is your decision?(ii) What type of error are you subject to?(iii) What is the p-value?(e) Suppose the true value of p is .5. What is the probability this test will lead to an incorrect decision?