Page 156 - Math Grade 12 (Advance)
P. 156

PROEUS DARA



          1.2.  GJltit~mistumu
                           v
                ~fTitn!M J:  tfitQI8FilR~ruftHli@sn\htflrirn  FilRffiS~2~~?i~2 H  sb  T  '1
                                        U           -1    H         1      1
          tymti&t:irnsiuo~ms:rJbnJlrn&~sb ~  ctimtQI8FilR&Slg  4  t:ib  ~HHtnSli._,tiOitift:irnsb
           u                                                                     u
                      0
          &1Jffitj2  H  uSS  2 t!b  '1
            '-'1       u
                                                 ~ ..s
                        Q
                  QQ
                tfir!SnH~rn"  FilHum~2 H  "  dlt~. . .~~f:'iwtl5
                      u             "'1
                tfiQIS  P(H)  = ~  iJ§~ P(T)  = 1 - ~ = ~  '1
                              3    u            3   3








               (HHTT)  ,  (HTTH)  ,  (TTHH)  ,  (THTH)  ,  (HTHT) Sb  (THHT)
                                                               ..,
                            c:~~
                                       o
                o
                       ..,
                                o
                uSSnHlJHS8t'idluSStiS'i  C(4,  2)  =  4x3   = 6 nHtn  '1
                 u                u   tr
                        ......             ""
                t ttl run~ n.n s~ ru")ffiS'itiQiti t n5 m
                            u       L.;    .....
                                     u
                                                                                  2
                tfiQIS  P(  tu~QIS~2 H ~~t:ib  )  =  C(4, 2)xGYGY = 6xGYGY  =  ~ '1
                                                                                      8
                tjmsg  ~ti01tittjrnsbmm~2 H ~~tjbtnrntflt018Fnfi~rucrss 4  tjbtt'dsb     '1
                u      L.;            '-'1                       u    u         ...   27
                        u
                :lfTitntnn 2:  tritlbmt,tiOititt:irnhlnlJ~fit,li&lJbdlutn~t=inlin~9J1t~sb o.75  '1
                                       u
          fiMSli._,tiOitittjrnhlnlJ~rut,n~ffiSQI 10  SlRi._,ti&lJbdlutn~t'iMn~9Jlnlihl~ 5 SlR  '1
                 U                  I
                tfii._,n~run"  hlhlJi._,ti&lJtldlutn~t=inlin19J1,  dltdlf:'loru
                   u
                mtl  s  mu;~ FilHul tt:i rn hl hlJi._,li&lJtldlucr~ ~fi n1i r~19J1
               F  Ui ~FnHui tt:i rn hl hlJi._,tifijtl@ sdlutn~fi n1ir~19J1


                tfiQIS  P(S)  = 0.75  il2J  P(F)  = 1 -0.75  = 0.25

                tti  X  dl~Ht:Htul:lSJtl:lrndl"  cr~ShlhlJtl:lrni._,ti9JtldlUtn~fiMn19J1"  tfiQIS

          i._,tiOiti ft:i rn hl n5J'Q59Jtldlu tn ~riM r~1 9Jl& ru hl~ 5 Sl fifin.n~httl ru  P(X > 5)  '1
           u
               P(X>5)=P(X=6)+P(X  =  1)+P(X  =  8)+P(X = 9)+P(X = 10)

                              d   I   ~     ~                                     "
                m~m~SHSt'i~SI:lti hltfl'itiQitiCSH&d~ X:  P(X  = x)  = C(n,  x) x pxqn-x  ,
                   u   1'1   1      1   L.;
                                        u
          X=  0,  1,  2, ... ,10


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