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Example, p277/279: 2 vs 1-tailed test: A researcher has gathered data on the daily returns on a portfolio of call options over a
     recent 250-day period. The mean daily portfolio return has been 0.1% (based on same sample drawn), and the sample SD is 0.25%.   Session Unit 3:
     The researcher believes that the mean daily portfolio return is not equal to zero. Construct a hypothesis test of the researcher’s
     belief:                                                                                              12. Hypothesis Testing
      LOS 12.d: Explain a decision rule, the power of a test, and the relation between

      confidence intervals and hypothesis tests, p. 283


       Example: CI: Using option portfolio data from the previous examples, construct a 95% CI (using z) for
       the population mean daily return over the 250-day sample period. Should Ho: µ = 0 be rejected?



                                                            At SL = 5% (CI = 95%) , z CV for Z0.025 = 1.96 and –Z0.025 =
                                                            –1.96. Thus, given a sample mean = 0.1%, CI:



                                                                                                                  We Reject


                                                                                                                  Ho: µ = 0!
                                                          Is 0 within this CI range? So?




       Recall?














                                                                    What was our

                                                                  conclusion then?
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