After doing some reading online I made use of the following command:
Code:
gen ba_Pwho1=normal(ba_who1)*100
My problem is that I really am not quite sure what this command does, I searched the help file in Stata and read the manual reference here: https://www.stata.com/manuals13/m-5normal.pdf, but I think that the function is so simple that it hasn't been explained in any great detail anywhere.
What I really want to know is, what is it doing to my z-scores? And how is it getting them all to be a positive percentage when before they were between -5 and +5?
Sorry for how basic a question this is but I don't want to mindlessly use a command I don't understand!
Thank you,
John
Code:
* Example generated by -dataex-. To install: ssc install dataex clear input float(O_babybmi_y0 ba_who1 ba_Pwho1) 18.77551 1.0723447 85.82174 15.704894 -1.1970643 11.564075 17.034914 -.05722509 47.7183 17.873068 .4596057 67.71004 16.252739 -.680801 24.79987 16.88889 -.20153786 42.0139 19.73684 1.7031987 95.57346 18.17761 .6334454 73.67786 17.472918 .25589836 60.09853 19.64826 1.669161 95.24573 17.068645 -.0882321 46.48461 17.548388 .27083287 60.67402 18.170197 .659906 74.534294 21.359306 2.6235385 99.5649 16.816326 -.2175362 41.38953 18.367348 .790473 78.53742 15.860992 -.7132174 23.78556 18.64918 1.1620015 87.73826 16.66336 -.05200634 47.92618 . . . 13.779842 -2.2729416 1.151485 15.472163 -.8600693 19.487543 19.48157 1.705609 95.59595 17.357668 .4610227 67.76088 19.146004 1.4186926 92.20057 18.488888 1.0840575 86.08303 18.77393 1.251105 89.45519 17.65306 .57482743 71.7296 23.28903 3.5338855 99.97952 15.51695 -.9075486 18.205837 18.07372 .852188 80.29451 18.845469 1.2925274 90.19127 . . . 12.94802 -2.990553 .13923655 16.891891 .13761866 55.47291 15.339663 -.9591771 16.873476 14.965987 -1.370883 8.52057 16.308489 -.6378189 26.179577 19.946667 1.809395 96.48051 21.20845 2.56019 99.47692 21.42432 2.640918 99.58659 16.984457 -.13159405 44.76527 16.34349 -.6283205 26.4897 22.18549 3.05731 99.88834 16.836735 -.25763813 39.83431 18.626734 .9948871 84.01044 18.402777 .7822757 78.29737 19.242214 1.3658224 91.40027 18.197378 .7133805 76.21948 17.955557 .5509483 70.91654 17.013887 -.16068186 43.6172 18.074793 .6313974 73.61096 17.48059 .2419935 59.56074 21.82107 2.818688 99.7589 17.409164 .17308155 56.87063 18.75 1.0741308 85.86179 17.315296 .08866534 53.5326 . . . 18.547909 .9625777 83.21203 17.49392 .13001922 55.17244 17.213558 .0339887 51.35569 16.824226 -.24915966 40.16187 18.75696 1.0785846 85.96135 16.344046 -.6105064 27.07632 16.88889 -.1831202 42.73518 21.307964 2.544808 99.45331 19.40547 1.5028424 93.35602 20.818113 2.32715 99.00214 16.964027 -.1969443 42.19356 17.83241 .5051757 69.32823 19.733515 1.602662 94.54954 19.285715 1.3927017 91.8145 19.733334 1.6826403 95.37776 15.91435 -.9281714 17.665934 20.68375 2.25198 98.78382 20.04082 1.864769 96.88931 20.00375 1.8430102 96.73363 19.675924 1.666703 95.22132 19.95636 1.688411 95.43338 18.1916 .709533 76.10031 20.63265 2.17098 98.50336 . . . 15.822222 -1.0193982 15.400698 24.89796 4.28968 99.99911 19.555555 1.6132612 94.66561 18.436762 .871398 80.82316 19.907406 1.7683803 96.15013 17.622288 .3223055 62.63894 18.802776 1.0897518 86.20888 20.710176 2.2488105 98.77377 15.296593 -1.44964 7.357946 17.456856 .2847826 61.20947 18.151161 .7206602 76.44407 18.524931 .9669998 83.32279 17.88347 .50196916 69.21554 15.47325 -1.3843465 8.312619 17.839293 .453756 67.49978 21.02623 2.424507 99.23354 18.98659 1.1890045 88.27811 17.203577 .064608045 52.5757 end
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