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Example 61 Calculating and Graphing zValues Given a normal distribution with μ = 48 and s = 5, convert an xvalue of 45 to a zvalue and indicate where this zvalue would be on the standard normal distribution Solution Begin by finding the zscore for x = 45 as follows¹zceqtcr @`d@ jk\jqc ;@`f eg@c k@`dgc m bk@ cedge ceokj¥cqq 6xz6!µ= jkdzqgs;@ ;z`mnu;eg< k@ldg@`c zcp qg
Z s xz
Z s xz-Answer (1 of 14) (xa)(xb)(xc)(xy)(xz) =Angeliki M Nikolakopoulou 1 2 , Axel Montagne 1 2 , Kassandra Kisler 1 2 , Zhonghua Dai 1 2 , Yaoming Wang 1 2 , Mikko T Huuskonen 1 2 , Abhay P Sagare 1 2 , Divna Lazic 1 2 3 , Melanie D Sweeney 1 2 , Pan Kong 1 2 , Min Wang 1 2 , Nelly Chuqui Owens 1 2 , Erica J Lawson 1 2 , Xiaochun Xie 1 2 , Zhen Zhao 1 2 , Berislav V Zlokovic 4 5
For The Reaction X Y Z The Following Data Was Obtained Answer The Following Questions Is There Any Missing Info I Need To Do This What Is The Best Way
Who are the experts?If instead of z = (xm)/s the formula is x = z (s) M, what is the result?A zscore measures exactly how many standard deviations above or below the mean a data point is Here's the formula for calculating a zscore Here's the same formula written with symbols Here are some important facts about zscores A positive zscore says the data point is above average A negative zscore says the data point is below average
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Z s xzのギャラリー
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