The accompanying table contains data on the weight, in grams, of a sample of 50 tea bags produced during an eight-hour shift. Complete parts (a) through (d). Click the icon to view the data table. ......


The accompanying table contains data on the weight, in grams, of a sample of 50 tea bags produced during an eight-hour shift. Complete parts (a) through (d).<br>Click the icon to view the data table.<br>... ..<br>a. Is there evidence that the mean amount of tea per bag is different from 5.5 grams? (Use a = 0.05.)<br>State the null and alternative hypotheses.<br>More Info<br>Ho: H 2<br>H1: µ <<br>Tea Bag Weight (in grams)<br>5.64<br>5.42<br>5.42<br>5.39<br>5.52<br>5.33<br>5.55<br>5.44<br>5.53<br>5.41<br>(Type integers or decimals.)<br>5.55<br>5.39<br>5.51<br>5.53<br>5.54<br>5.64<br>5.54<br>5.47<br>5.42<br>5.52<br>Determine the test statistic.<br>5.45<br>5.39<br>5.45<br>5.61<br>5.53<br>5.34<br>5.69<br>5.28<br>5.47<br>5.54<br>5.79<br>5.57<br>5.43<br>5.59<br>5.59<br>5.51<br>5.32<br>5.49<br>5.52<br>5.59<br>The test statistic is<br>5.62<br>5.45<br>5.44<br>5.26<br>5.54<br>5.64<br>5.49<br>5.58<br>5.68<br>5.36<br>(Round to two decimal places as needed.)<br>Find the p-value.<br>p-value:<br>(Round to three decimal places as needed.)<br>Print<br>Done<br>State the conclusion.<br>Ho. There is<br>evidence to conclude that the mean difference is not equal to 5.5 inches.<br>b. Construct a 95% confidence interval estimate of the population mean amount of tea per bag. Interpret this interval.<br>The 95% confidence interval is <us<br>(Round to four decimal places as needed.)<br>Interpret the 95% confidence interval. Choose the correct answer below.<br>

Extracted text: The accompanying table contains data on the weight, in grams, of a sample of 50 tea bags produced during an eight-hour shift. Complete parts (a) through (d). Click the icon to view the data table. ... .. a. Is there evidence that the mean amount of tea per bag is different from 5.5 grams? (Use a = 0.05.) State the null and alternative hypotheses. More Info Ho: H 2 H1: µ < tea="" bag="" weight="" (in="" grams)="" 5.64="" 5.42="" 5.42="" 5.39="" 5.52="" 5.33="" 5.55="" 5.44="" 5.53="" 5.41="" (type="" integers="" or="" decimals.)="" 5.55="" 5.39="" 5.51="" 5.53="" 5.54="" 5.64="" 5.54="" 5.47="" 5.42="" 5.52="" determine="" the="" test="" statistic.="" 5.45="" 5.39="" 5.45="" 5.61="" 5.53="" 5.34="" 5.69="" 5.28="" 5.47="" 5.54="" 5.79="" 5.57="" 5.43="" 5.59="" 5.59="" 5.51="" 5.32="" 5.49="" 5.52="" 5.59="" the="" test="" statistic="" is="" 5.62="" 5.45="" 5.44="" 5.26="" 5.54="" 5.64="" 5.49="" 5.58="" 5.68="" 5.36="" (round="" to="" two="" decimal="" places="" as="" needed.)="" find="" the="" p-value.="" p-value:="" (round="" to="" three="" decimal="" places="" as="" needed.)="" print="" done="" state="" the="" conclusion.="" ho.="" there="" is="" evidence="" to="" conclude="" that="" the="" mean="" difference="" is="" not="" equal="" to="" 5.5="" inches.="" b.="" construct="" a="" 95%="" confidence="" interval="" estimate="" of="" the="" population="" mean="" amount="" of="" tea="" per="" bag.="" interpret="" this="" interval.="" the="" 95%="" confidence="" interval="" is="">

Jun 08, 2022
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