$\mathrm{with}\left(\mathrm{Statistics}\right)\:$

$X≔\mathrm{Sample}\left(\mathrm{Normal}\left(0\,1\right)\,100\right)$

$X≔\left[\begin{array}{cccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc}\mathrm{-1.07242412799827}& \mathrm{-0.329077870547065}& \mathrm{-0.617091936909790}& 0.214466745245291& \mathrm{-0.0254281280423846}& 1.72882128417783& \mathrm{-1.63485675434390}& 1.57117217175430& 0.170358421410408& 1.00647840875181& 0.268712679158310& \mathrm{-1.46598044695878}& \mathrm{-0.0357578538394966}& \mathrm{-0.00650336346263664}& \mathrm{-0.0571830022332381}& \mathrm{-0.184600094624929}& 0.203855402371112& \mathrm{-0.0988718240271234}& \mathrm{-0.0826980970419822}& \mathrm{-0.168119128121408}& 0.162021299867933& \mathrm{-0.675918709672617}& \mathrm{-0.440797644048532}& 0.896019985259550& 0.461022953380023& 1.27797705227385& 0.234565961794581& \mathrm{-0.0362744912936830}& \mathrm{-0.448848123512147}& \mathrm{-1.16737308532471}& \mathrm{-1.21794288394124}& \mathrm{-1.15469196092625}& 0.109659323283598& \mathrm{-0.619809380641282}& 0.642151004644923& \mathrm{-0.170770918098244}& \mathrm{-0.820052241027982}& 1.34633519663234& \mathrm{-0.986038560158125}& \mathrm{-0.965838793499848}& \mathrm{-1.36462571980574}& 1.65007871956408& 1.34804151352017& \mathrm{-1.02537392618659}& 0.229788060863910& 1.48493457968053& \mathrm{-1.30030905411587}& \mathrm{-0.376131116236207}& 0.0617841966672065& 0.801907829141039& \mathrm{-0.129975470550859}& 0.112484530604133& 0.630360591794658& \mathrm{-0.0208959396841725}& \mathrm{-0.830442822997399}& \mathrm{-0.262652510141184}& \mathrm{-0.700300261968008}& 1.95556905861273& \mathrm{-0.259474165622608}& \mathrm{-0.0820850625624299}& 1.21557945262500& \mathrm{-0.983131813759657}& 1.93069064888935& 0.122735108586753& 0.432945421151540& \mathrm{-0.524443817862805}& 0.224215551927832& \mathrm{-0.414225568098372}& 0.0355261362296387& 1.98371209767999& 2.21337958939036& 0.881229888626876& 0.886856450560421& \mathrm{-0.861665947308802}& \mathrm{-0.906611303340893}& \mathrm{-0.876730984349719}& \mathrm{-0.217490459619989}& \mathrm{-0.336155174289136}& 0.549376576019130& \mathrm{-1.19754843404833}& \mathrm{-0.927510339539523}& \mathrm{-1.32995060542228}& \mathrm{-1.13043603146978}& 1.27187025067002& \mathrm{-1.47651546344906}& 1.61338249093609& \mathrm{-0.685342069367486}& 1.08241290092064& \mathrm{-0.776734900479867}& \mathrm{-0.555481438094644}& 1.07239184776825& 0.0713529776295548& \mathrm{-0.182122924489555}& 0.628549543618577& \mathrm{-0.725850645010288}& \mathrm{-0.413380338600023}& 1.54241530115661& \mathrm{-0.220309427423809}& \mathrm{-0.840816024752715}& 0.385066012066646\end{array}\right]$

$Y≔\mathrm{SelectInRange}\left(X\,-2..2\right)$

$Y≔\left[\begin{array}{ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc}\mathrm{-1.07242412799827}& \mathrm{-0.329077870547065}& \mathrm{-0.617091936909790}& 0.214466745245291& \mathrm{-0.0254281280423846}& 1.72882128417783& \mathrm{-1.63485675434390}& 1.57117217175430& 0.170358421410408& 1.00647840875181& 0.268712679158310& \mathrm{-1.46598044695878}& \mathrm{-0.0357578538394966}& \mathrm{-0.00650336346263664}& \mathrm{-0.0571830022332381}& \mathrm{-0.184600094624929}& 0.203855402371112& \mathrm{-0.0988718240271234}& \mathrm{-0.0826980970419822}& \mathrm{-0.168119128121408}& 0.162021299867933& \mathrm{-0.675918709672617}& \mathrm{-0.440797644048532}& 0.896019985259550& 0.461022953380023& 1.27797705227385& 0.234565961794581& \mathrm{-0.0362744912936830}& \mathrm{-0.448848123512147}& \mathrm{-1.16737308532471}& \mathrm{-1.21794288394124}& \mathrm{-1.15469196092625}& 0.109659323283598& \mathrm{-0.619809380641282}& 0.642151004644923& \mathrm{-0.170770918098244}& \mathrm{-0.820052241027982}& 1.34633519663234& \mathrm{-0.986038560158125}& \mathrm{-0.965838793499848}& \mathrm{-1.36462571980574}& 1.65007871956408& 1.34804151352017& \mathrm{-1.02537392618659}& 0.229788060863910& 1.48493457968053& \mathrm{-1.30030905411587}& \mathrm{-0.376131116236207}& 0.0617841966672065& 0.801907829141039& \mathrm{-0.129975470550859}& 0.112484530604133& 0.630360591794658& \mathrm{-0.0208959396841725}& \mathrm{-0.830442822997399}& \mathrm{-0.262652510141184}& \mathrm{-0.700300261968008}& 1.95556905861273& \mathrm{-0.259474165622608}& \mathrm{-0.0820850625624299}& 1.21557945262500& \mathrm{-0.983131813759657}& 1.93069064888935& 0.122735108586753& 0.432945421151540& \mathrm{-0.524443817862805}& 0.224215551927832& \mathrm{-0.414225568098372}& 0.0355261362296387& 1.98371209767999& 0.881229888626876& 0.886856450560421& \mathrm{-0.861665947308802}& \mathrm{-0.906611303340893}& \mathrm{-0.876730984349719}& \mathrm{-0.217490459619989}& \mathrm{-0.336155174289136}& 0.549376576019130& \mathrm{-1.19754843404833}& \mathrm{-0.927510339539523}& \mathrm{-1.32995060542228}& \mathrm{-1.13043603146978}& 1.27187025067002& \mathrm{-1.47651546344906}& 1.61338249093609& \mathrm{-0.685342069367486}& 1.08241290092064& \mathrm{-0.776734900479867}& \mathrm{-0.555481438094644}& 1.07239184776825& 0.0713529776295548& \mathrm{-0.182122924489555}& 0.628549543618577& \mathrm{-0.725850645010288}& \mathrm{-0.413380338600023}& 1.54241530115661& \mathrm{-0.220309427423809}& \mathrm{-0.840816024752715}& 0.385066012066646\end{array}\right]$

$Z≔\mathrm{Trim}\left(X\,5\,95\right)$

$W≔\mathrm{Winsorize}\left(X\,5\,95\right)$

$W≔\left[\begin{array}{cccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc}\mathrm{-1.07242412799827}& \mathrm{-0.329077870547065}& \mathrm{-0.617091936909790}& 0.214466745245291& \mathrm{-0.0254281280423846}& 1.72882128417783& \mathrm{-1.30030905411587}& 1.57117217175430& 0.170358421410408& 1.00647840875181& 0.268712679158310& \mathrm{-1.30030905411587}& \mathrm{-0.0357578538394966}& \mathrm{-0.00650336346263664}& \mathrm{-0.0571830022332381}& \mathrm{-0.184600094624929}& 0.203855402371112& \mathrm{-0.0988718240271234}& \mathrm{-0.0826980970419822}& \mathrm{-0.168119128121408}& 0.162021299867933& \mathrm{-0.675918709672617}& \mathrm{-0.440797644048532}& 0.896019985259550& 0.461022953380023& 1.27797705227385& 0.234565961794581& \mathrm{-0.0362744912936830}& \mathrm{-0.448848123512147}& \mathrm{-1.16737308532471}& \mathrm{-1.21794288394124}& \mathrm{-1.15469196092625}& 0.109659323283598& \mathrm{-0.619809380641282}& 0.642151004644923& \mathrm{-0.170770918098244}& \mathrm{-0.820052241027982}& 1.34633519663234& \mathrm{-0.986038560158125}& \mathrm{-0.965838793499848}& \mathrm{-1.30030905411587}& 1.65007871956408& 1.34804151352017& \mathrm{-1.02537392618659}& 0.229788060863910& 1.48493457968053& \mathrm{-1.30030905411587}& \mathrm{-0.376131116236207}& 0.0617841966672065& 0.801907829141039& \mathrm{-0.129975470550859}& 0.112484530604133& 0.630360591794658& \mathrm{-0.0208959396841725}& \mathrm{-0.830442822997399}& \mathrm{-0.262652510141184}& \mathrm{-0.700300261968008}& 1.72882128417783& \mathrm{-0.259474165622608}& \mathrm{-0.0820850625624299}& 1.21557945262500& \mathrm{-0.983131813759657}& 1.72882128417783& 0.122735108586753& 0.432945421151540& \mathrm{-0.524443817862805}& 0.224215551927832& \mathrm{-0.414225568098372}& 0.0355261362296387& 1.72882128417783& 1.72882128417783& 0.881229888626876& 0.886856450560421& \mathrm{-0.861665947308802}& \mathrm{-0.906611303340893}& \mathrm{-0.876730984349719}& \mathrm{-0.217490459619989}& \mathrm{-0.336155174289136}& 0.549376576019130& \mathrm{-1.19754843404833}& \mathrm{-0.927510339539523}& \mathrm{-1.30030905411587}& \mathrm{-1.13043603146978}& 1.27187025067002& \mathrm{-1.30030905411587}& 1.61338249093609& \mathrm{-0.685342069367486}& 1.08241290092064& \mathrm{-0.776734900479867}& \mathrm{-0.555481438094644}& 1.07239184776825& 0.0713529776295548& \mathrm{-0.182122924489555}& 0.628549543618577& \mathrm{-0.725850645010288}& \mathrm{-0.413380338600023}& 1.54241530115661& \mathrm{-0.220309427423809}& \mathrm{-0.840816024752715}& 0.385066012066646\end{array}\right]$

$W\left[1..10\right]$

$\left[\begin{array}{cccccccccc}\mathrm{-1.07242412799827}& \mathrm{-0.329077870547065}& \mathrm{-0.617091936909790}& 0.214466745245291& \mathrm{-0.0254281280423846}& 1.72882128417783& \mathrm{-1.30030905411587}& 1.57117217175430& 0.170358421410408& 1.00647840875181\end{array}\right]$

$A≔⟨⟨\mathrm{seq}\left(i\,i=1..10\right)⟩|⟨\mathrm{seq}\left(\sin \left(i\right)\,i=1..10\right)⟩⟩$

$A≔\left[\begin{array}{cc}1& \sin \left(1\right)\\ 2& \sin \left(2\right)\\ 3& \sin \left(3\right)\\ 4& \sin \left(4\right)\\ 5& \sin \left(5\right)\\ 6& \sin \left(6\right)\\ 7& \sin \left(7\right)\\ 8& \sin \left(8\right)\\ 9& \sin \left(9\right)\\ 10& \sin \left(10\right)\end{array}\right]$

$R≔\mathrm{Rank}\left(A\left[1..10,2\right]\right)$

$R≔\left[\begin{array}{cccccccccc}8& 9& 5& 2& 1& 4& 7& 10& 6& 3\end{array}\right]$

$B≔\mathrm{OrderByRank}\left(A\,R\right)$

$B≔\left[\begin{array}{cc}5& \sin \left(5\right)\\ 4& \sin \left(4\right)\\ 10& \sin \left(10\right)\\ 6& \sin \left(6\right)\\ 3& \sin \left(3\right)\\ 9& \sin \left(9\right)\\ 7& \sin \left(7\right)\\ 1& \sin \left(1\right)\\ 2& \sin \left(2\right)\\ 8& \sin \left(8\right)\end{array}\right]$

$\mathrm{evalf}\left(B\right)$

$\left[\begin{array}{cc}5.& \mathrm{-0.9589242747}\\ 4.& \mathrm{-0.7568024953}\\ 10.& \mathrm{-0.5440211109}\\ 6.& \mathrm{-0.2794154982}\\ 3.& 0.1411200081\\ 9.& 0.4121184852\\ 7.& 0.6569865987\\ 1.& 0.8414709848\\ 2.& 0.9092974268\\ 8.& 0.9893582466\end{array}\right]$

$A≔⟨1\,4\,3\,4\,5\,\mathrm{undefined}⟩\:$

$B≔⟨4\,\mathrm{undefined}\,\mathrm{\infty }⟩\:$

$C≔\left[a\,b\,c\,a\,b\,a\right]\:$

$U≔\mathrm{Join}\left(\left[A\,B\,C\right]\right)$

$U≔\left[\begin{array}{ccccccccccccccc}1& 4& 3& 4& 5& \mathrm{undefined}& 4& \mathrm{undefined}& \mathrm{\infty }& a& b& c& a& b& a\end{array}\right]$

$V≔\mathrm{RemoveNonNumeric}\left(U\,\mathrm{exclude}=\mathrm{undefined}\right)$

$V≔\left[\begin{array}{cccccccc}1& 4& 3& 4& 5& \mathrm{undefined}& 4& \mathrm{undefined}\end{array}\right]$

$\mathrm{Count}\left(V\right)$

$8$

$\mathrm{CountMissing}\left(V\right)$

$2$

$W≔⟨\frac{1}{2}\,\frac{1}{3}\,\frac{1}{4}\,\frac{1}{5}\,\frac{1}{6}\,\frac{1}{7}\,\frac{1}{8}\,\frac{1}{9}⟩\:$

$\mathrm{CountMissing}\left(V\right)$

$2$

$\mathrm{CountMissing}\left(V\,\mathrm{weights}=W\right)$

$0.253968253968254$