Assume that the U.S. Mint manufactures dollar coins so that the standard deviation is 0.0410 g. The accompanying lit contains weights (grams) of dollar coins manufactured with a new process designed...


Assume that the U.S. Mint manufactures dollar coins so that the standard deviation is 0.0410 g. The accompanying lit contains weights (grams) of dollar coins manufactured with a new process<br>designed to decrease the standard deviation so that it is less than 0.0410 g. This sample has these summary statistics: n= 16, x 8.064 g, s 0.02 g. A 0.10 significance level is used to test the<br>claim that the sample is from a population with a standard deviation less than 0.0410 g. The null and alternative hypotheses are Ho: o = 0.0410 g and H,: o<0.0410 g. For this sample data, we<br>get a P-value of 0.0075 when testing the claim that o<0.0410 g. Complete parts (a) through (c).<br>Click the icon to view the weights of dollar coins manufactured with the new process.<br>...<br>a. What should we conclude about the null hypothesis?<br>A. Accept the null hypothesis.<br>B. Fail to accept the null hypothesis.<br>O C. Reject the null hypothesis.<br>O D. Fail to reject the null hypothesis.<br>b. What should we conclude about the original claim?<br>sufficient evidence to<br>the claim that the sample is from a population with a standard deviation less than 0.0410 g.<br>There<br>c. What do these results suggest about the new minting process?<br>than the old method, since there<br>evidence that the weights of coins produced by this<br>Based on this result, the new minting process<br>Us I<br>process<br>

Extracted text: Assume that the U.S. Mint manufactures dollar coins so that the standard deviation is 0.0410 g. The accompanying lit contains weights (grams) of dollar coins manufactured with a new process designed to decrease the standard deviation so that it is less than 0.0410 g. This sample has these summary statistics: n= 16, x 8.064 g, s 0.02 g. A 0.10 significance level is used to test the claim that the sample is from a population with a standard deviation less than 0.0410 g. The null and alternative hypotheses are Ho: o = 0.0410 g and H,: o<0.0410 g.="" for="" this="" sample="" data,="" we="" get="" a="" p-value="" of="" 0.0075="" when="" testing="" the="" claim="" that=""><0.0410 g.="" complete="" parts="" (a)="" through="" (c).="" click="" the="" icon="" to="" view="" the="" weights="" of="" dollar="" coins="" manufactured="" with="" the="" new="" process.="" ...="" a.="" what="" should="" we="" conclude="" about="" the="" null="" hypothesis?="" a.="" accept="" the="" null="" hypothesis.="" b.="" fail="" to="" accept="" the="" null="" hypothesis.="" o="" c.="" reject="" the="" null="" hypothesis.="" o="" d.="" fail="" to="" reject="" the="" null="" hypothesis.="" b.="" what="" should="" we="" conclude="" about="" the="" original="" claim?="" sufficient="" evidence="" to="" the="" claim="" that="" the="" sample="" is="" from="" a="" population="" with="" a="" standard="" deviation="" less="" than="" 0.0410="" g.="" there="" c.="" what="" do="" these="" results="" suggest="" about="" the="" new="" minting="" process?="" than="" the="" old="" method,="" since="" there="" evidence="" that="" the="" weights="" of="" coins="" produced="" by="" this="" based="" on="" this="" result,="" the="" new="" minting="" process="" us="" i="">

Jun 02, 2022
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