Page 109 - Math Grade 12 (Basic)
P. 109

PROEUS DARA

                                                                     Ia
                         : ihllilsHtHujnnilfMJrufr:lru'tfls9ail  y = ae
                                      u
              ffil:Hl!Jtfifh~sms§j~bttl  tsiJjl2000  "UH9MBSffiSTIJctltiSTI5ffirwl  1.26  m~hms

        s-1?1   rumu~stLcrsu~m2in1Hlt~r1BlJln ttfiruLtH9MrlctQl'Hl2tythns  1.01  msru1s

        Sl R ttl mthu ~ 2 mtnti9i1 m ~lt5nty tfHufls  '1  13~ 2Ltithd 2 &sty t9 MUS tfl 2 tlijb ffl13

                           0 0091
                                                                                0 0151
            ffl~    =  1.26e '  tUiruTI5ctlt:ls~rtgufist9jhm13   ffl~  I(t)  =  l.Ole '  '1  ffl'e
            mus g  tWi~ffls~wJ 51  t'9tiTI1 ~;g hl~ "iJl'tflSu ~ stYctlt:l s qjsmhLmg Mus  ?

              otfim :  tt'l'Hls1 AJ@m~    >
                ""
                    MY~ru l.Oleo.o1st >  1. 26 eo.oo9r

                    Aj'f3'jjblj   l.OleO.OlSt > fn 1. 26  eo.009t   ru   1.01 + t'ne0Dl5t > t'nl.26 + e0.009t
                       u
                               0 0151   00091
                    ft51313ru  fne ·  e   >   1.26-  1.01  hl1313ru  0.006t>fn1.26-£nl.Ol
                       u                                      u
                    A51:3~ru t > fn1.26- fnl.01  il§j  t > 36.86  '1


                    ~msg tYtUlru  37 ~t9JG1 tYt9M~ctQlSbffiStYctldstt?smhtYt9MUS '1










                                                  ""
                                                t'ifl ru  x  =



                     Cll                                    .   lnx
                     t'ij  n > 0,  X  > 0  U:fU   lim  lnx  = -co,   I1m  -  =   0
                                                          X-->+ 0?   X/1
                                         X   0
                                                       bW n:J  X> 0  '1
                                 =                = - l   "v
                                                    X
                      -   ""  m g(x)  =   U(x)  &Slg  g'(x)  =  U'(x)  ttln:J  U(x) > 0  '1
                                                        U(x)















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