| SimReal - Hjelp - Kalkulator - Statistikk | |
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Funksjon ! faculty nor npr nbr ncr ( | ) binom nkProd nk orderback ordernoback noorderback noordernoback uniform uniform_e uniform_v uniform_c uniform_cum uniform_c_12 uniform_cum_12 indicator indicator_e indicator_v indicator_c indicator_cum indicator_c_12 indicator_cum_12 bin bin_e bin_v bin_c bin_cum bin_c_12 bin_cum_12 binomic binomic_e binomic_v binomic_c binomic_cum binomic_c_12 binomic_cum_12 multinomic geo geo_e geo_v geo_c geo_cum geo_c_12 geo_cum_12 geometric geometric_e geometric_v geometric_c geometric_cum geometric_c_12 geometric_cum_12 hyp hyp_e hyp_v hyp_c hyp_cum hyp_c_12 hyp_cum_12 hypergeometric hypergeometric_e hypergeometric_v hypergeometric_c hypergeometric_cum hypergeometric_c_12 hypergeometric_cum_12 po po_e po_v po_c po_cum po_c_12 po_cum_12 poisson poisson_e poisson_v poisson_c poisson_cum poisson_c_12 poisson_cum_12 ep ep_12 gamma gamma_12 normal normal_12 npd npd_12 n_01 n_01_12 |
Syntaks n! faculty(n) nor(n,k) npr(n,k) nbr(n,k) ncr(n,k) (n|k) binom(n,k) nkProd(n,k) nk(n,k) orderback(n,k) ordernoback(n,k) noorderback(n,k) noordernoback(n,k) uniform({array}} uniform_e({array}) uniform_v({array}) uniform_c(n,{array}) uniform_cum(n,{array}) uniform_c_12(n1,n2,{array}) uniform_cum_12(n1,n2,{array}) indicator(x,p) indicator_e(p) indicator_v(p) indicator_c(x,p) indicator_cum(x,p) indicator_c_12(x1,x2,p) indicator_cum_12(x1,x2,p) bin(x,n,p) bin_e(n,p) bin_v(n,p) bin_c(x,n,p) bin_cum(x,n,p) bin_c_12(x1,x2,n,p) bin_cum_12(x1,x2n,p) binomic(x,n,p) binomic_e(n,p) binomic_v(n,p) binomic_c(x,n,p) binomic_cum(x,n,p) binomic_c_12(x1,x2,n,p) binomic_cum_12(x1,x2n,p) geo(x,p) geo_e(p) geo_v(p) geo_c(x,p) geo_cum(x,p) geo_c_12(x1,x2,p) geo_cum_12(x1,x2,p) geometric(x,p) geometric_e(p) geometric_v(p) geometric_c(x,p) geometric_cum(x,p) geometric_c_12(x1,x2,p) geometric_cum_12(x1,x2,p) hyp(x,n,M,N) hyp_e(n,M,N) hyp_v(n,M,N) hyp_c(x,n,M,N) hyp_cum(x,n,M,N) hyp_c_12(x1,x2,n,M,N) hyp_cum_12(x1,x2n,M,N) hypergeometric(x,n,M,N) hypergeometric_e(n,M,N) hypergeometric_v(n,M,N) hypergeometric_c(x,n,M,N) hypergeometric_cum(x,n,M,N) hypergeometric_c_12(x1,x2,n,M,N) hypergeometric_cum_12(x1,x2n,M,N) po(x,m) po_e(m) po_v(m) po_c(x,m) po_cum(x,m) po_c_12(x1,x2,m) po_cum_12(x1,x2,m) poisson(x,m) poisson_e(m) poisson_v(m) poisson_c(x,m) poisson_cum(x,m) poisson_c_12(x1,x2,m) poisson_cum_12(x1,x2,m) ep(x,a) ep_12(x1,x2,a) normal(x,u,d) normal_12(x1,x2,u,d) npd(x,u,d) npd(x1,x2,u,d) n_01(x) n_01_12(x1,x2) |
Eksempel 4! faculty(4) nor(4,3) npr(4,3) nbr(4,3) ncr(4,3) (3|2) binom(3,2) nkProd(3,4) nk(7,3) orderback(4,3) ordernoback(4,3) noorderback(4,3) noordernoback(4,3) bin(2,3,0.5) bin_e(3,0.5) bin_v(3,0.5) bin_c(2,3,0.5) bin_cum(2,3,0.5) bin_c_12(1,2,3,0.5) bin_cum_12(1,2,3,0.5) binomic(2,3,0.5) binomic_e(3,0.5) binomic_v(3,0.5) binomic_c(2,3,0.5) binomic_cum(2,3,0.5) binomic_c_12(1,2,3,0.5) binomic_cum_12(1,2,3,0.5) geo(3,0.5) geo_e(0.5) geo_v(0.5) geo_c(3,0.5) geo_cum(3,0.5) geo_c_12(2,3,0.5) geo_cum_12(2,3,0.5) geometric(3,0.5) geometric_e(0.5) geometric_v(0.5) geometric_c(3,0.5) geometric_cum(3,0.5) geometric_c_12(2,3,0.5) geometric_cum_12(2,3,0.5) hyp(3,4,5,10) hyp_e(4,5,10) hyp_v(4,5,10) hyp_c(3,4,5,10) hyp_cum(3,4,5,10) hyp_c_12(2,3,4,5,10) hyp_cum_12(2,3,4,5,10) hypergeometric(3,4,5,10) hypergeometric_e(4,5,10) hypergeometric_v(4,5,10) hypergeometric_c(3,4,5,10) hypergeometric_cum(3,4,5,10) hypergeometric_c_12(2,3,4,5,10) hypergeometric_cum_12(2,3,4,5,10) po(7,5) po_e(5) po_v(5) po_c(7,5) po_cum(7,5) po_c_12(3,7,5) po_cum_12(3,7,5) poisson(7,5) poisson_e(5) poisson_v(5) poisson_c(7,5) poisson_cum(7,5) poisson_c_12(3,7,5) poisson_cum_12(3,7,5) ep(2,1) ep(1,2,1) normal(7,5,1.5) normal_12(2,7,5,1.5) npd(7,5,1.5) npd_12(2,7,5,1.5) n_01(1.25) n_01_12(1.25,-1.5) |
Svar = 4*3*2*1 = 24 = 4*3*2*1 = 24 = 64 = 24 = 20 = 4 = 3!/(2!*(3-2)!) =3 = 3!/(2!*(3-2)!) = 3 = 3*3*3*3 = 81 = 7*6*5 = 210 = 64 = 24 = 20 = 4 = 0.375 = 1.500 = 0.750 = 0.875 = 0.875 = 0.750 = 0.750 = 0.375 = 1.500 = 0.750 = 0.875 = 0.875 = 0.750 = 0.750 = 0.125 = 2.000 = 2.000 = 0.875 = 0.875 = 0.375 = 0.375 = 0.125 = 2.000 = 2.000 = 0.875 = 0.875 = 0.375 = 0.375 = 0.238 = 0.200 = 0.667 = 0.976 = 0.976 = 0.714 = 0.714 = 0.238 = 0.200 = 0.667 = 0.976 = 0.976 = 0.714 = 0.714 = 0.104 = 0.500 = 0.500 = 0.867 = 0.867 = 0.742 = 0.742 = 0.104 = 0.500 = 0.500 = 0.867 = 0.867 = 0.742 = 0.742 = 0.865 = 0.233 = 0.865 = 0.233 = 0.909 = 0.886 = 0.909 = 0.886 = 0.894 = 0 828 |
Kommentar Fakultetsfunksjon Fakultetsfunksjon Ordnet utvalg med tilbaklegging Ordnet utvalg uten tilbakelegging Uordnet utvalg med tilbakelegging Uordnet utvalg uten tilbakelegging Binomialkoeffisient Binomialkoeffisient n^k (n)k Redusert fakultet Ordnet utvalg med tilbaklegging Ordnet utvalg uten tilbakelegging Uordnet utvalg med tilbakelegging Uordnet utvalg uten tilbakelegging Uniform fordeling (uferdig) Indikator fordeling (uferdig) Binomisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Binomisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Multinomisk fordeling (uferdig) Geometrisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Geometrisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Hypergeometrisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Hypergeometrisk fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Poisson fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Poisson fordeling Forventning Varians Kumulativ fordeling Kumulativ fordeling intervall Eksponensial fordeling Kumulativ fordeling intervall Gamma fordeling (uferdig) Normal fordeling Kumulativ fordeling intervall Normal fordeling Kumulativ fordeling intervall Normal N(0,1) fordeling Kumulativ fordeling intervall |
