Introduccion A La Probabilidad

 

 

Netrghuaanñe m cm prgdmdncnhmh   Cm tlgrém hl prgdmdncnhmh agestntuyl cm dmsl g juehmiletgs hl cm Lstmhéstnam, cm prgdmdncnhmh pgsndncntm qul cm nejlrleanm qul sl rlmcnal sgdrl uem pgdcmanñe. Rgslm iírflels hl lrrgr agetrgcmhg.

 

Lstgs lrrgrls hl lxprlsmrme le tîrinegs hl prgdmdncnhmh.

Agealptgs y juehmiletgs0  juehmiletgs0  0

 

le lstmhéstnam ue lxplrniletg ls aumcqunlr prgalsg hl gdslrvmanñe qul flelrl ue age`uetg hl hmtgs.

L`lipcgs0

Kmy lxplrniletgs qul sl pulhl hlsarndnr le su tgtmcnhmh cgs rlsuctmhgs pgsndcls, plrg, nipgsndcl prgegstnamr ue rlsuctmhg pmrtnaucmr.

 

•

 

•

 M cm tgtmcnhmh hl rlsuctmhgs rlsuctmhgs pgsndcls hl ue lxplrniletg lxplrniletg mclmtgrng sl cl ccmim LQRMANG I\LQXTMC (Q)

0  \e lvletg sl rljnlrl m ue

L`lipcgs0  

•

–smamr

sudage`uetg hl hmtgs hlc lspmang iulstrmc (Q). amrm’

cmezminletg igelhm,  

•

Cmezmr ue hmhg0 Q 9 {=, 4, 1, 8,