w Walde https:/ 0 Mail- Asses W BS X W BS200 Home M Most Cours Mark Cours Cours Cours x Finally SP Order Finally Blogs. W BS20C + X -> C D A https://alaureatena-my.sharepoint.com/:w:/r/personal/gary_mackie1_waldenu_edu/_layouts/15/Doc.aspx?sourcedoc=%7B313C9D23-C7CC-4D1C-B2CC-64FA59ECDEB. . . . 12421 Word BS2001_WR.docx%3F_&d21SessionVal=6HG8DOPi2w1jolqNunnU2AkMO - Saved V Search (Alt + Q) GM File Home Insert Layout References Review View Help Table Grammarly Editing Share Comments Catch up Calibri (Body) 12 v A" A B I U DV A ... EVEVENE EV 16 Page Break Item 10 A steel mill produces alloy sheets used for the bodies of automobiles. The mill produces sheets with an average thickness of 0.517 inches and a standard deviation of 0.037 inches. A new car model requires alloy sheets between 0.495 and 0.525 inches thick. What percentage of the sheets made by the mill will be suitable for the new car model? Explain your answer. Your response should be 75 words (1 paragraph). Be sure to reference at least one scholarly source to support your answer. The z score and % to the left of z (also known as the normal distribution probability after you multiply it by 100) are computed in Excel. A value of 1 is used for the cumulative sample size when computing the normal distribution probability since we are considering an individual sheet within the distribution. 0.525 Upper end of range (X) Lower end of range (X) 0.495 Mean thickness () 0.517 Mean thickness (u) 0.517 Standard Deviation (6) 0.037 Standard Deviation (o) 0.037 z-score = (x-p) / o 0.216 z-score = (x-H) / o -0.595 % to the left of z = NORMDIST* 100 58.6 % to the left of z = NORMDIST*100 27.6 Your Response Enter your response here. Rubric Page 13 of 23 3,727 words English (U.S.) Text Predictions: On - 100% + Give Feedback to Microsoft qb O U @ LV O W 6 0 6:33