Question

1. Access the Explore Coverage web app. Select Confidence Interval for a Proportion, set p 0.5, n=50 and Confidence Level t
iv) Repeat (ii) for samples of size 100. How are the intervals different from those in (ii)? Report the proportion of interva
1. Access the Explore Coverage web app. Select "Confidence Interval for a Proportion", set p 0.5, n=50 and Confidence Level to 95. Select 10 samples. i) Click the Draw Samples button. Describe what appears: 1. What do the green/red squares represent? 2. What do the lines extending from the squares represent? ii) Click the Draw Samples button again until a red square (and lines) appears. What is the significance of a red square and lines? i) Continue generating samples until you have generated 100 Report the proportion of intervals that correctly capture the true population mean. Insert an image of the Coverage Plot below iv) Repeat (iii) for samples of size 100. How are the intervals different from those in (ii)? Report the proportion of intervals that correctly capture true population mean. Insert an image of the Coverage Plot below. Should increasing the sample size result in a Coverage Percent closer to 95%
iv) Repeat (ii) for samples of size 100. How are the intervals different from those in (ii)? Report the proportion of intervals that correctly capture true population mean. Insert an image of the Coverage Plot below. Should increasing the sample size result in a Coverage Percent closer to 95% v) Repeat (iii) for a confidence level of 90% (and samples of size of 50). Report the proportion of intervals that correctly capture true population mean. Paste an image of the Coverage Plot below
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fo ndwor ol Suchhat pubabi li ty of JaC ih (ach Sulatd usig the 50 Si2e app Sampl utimaks ae obtaind. s onfidine intuvals Hurthot urecty Propotion omivals value jpulGtia, poption (os aptuned tau Gintuval Sample fio st Simlatin, drown, Vy e 91ofsanpleCoverage of Confidence Interval Nominal confidence level: 95%, n = 50, p = 0.5 After 100 simulations: 95 intervals cover, 5 dNominal confidence level: 95%, n = 50, p After 1000 simulations: 931 intervals cover, 69 dont 0.5 overage: 93.1% Cover 6.9%Coverage of Confidence Interval Nominal confidence level: 90%, n 50, p = 0.5 After 5000 simulations: 4406 intervals cover, 59this time coverage is 88 percentage

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