Page 149 - Math Grade 11 (Basic)
P. 149

PROEUS DARA






                          X     10
                            1
                        y  = -  0,1   0,01   0,001    0,0001   0,00001
                            X

                                           2               4         5
                           X   -10       10    -103     -10       -10
                        y  = - 1   -0,1   -0,01   -0,001   -0,0001   -0,00001
                            X
                                              ""
                 ffi'iHllri~H'ih:Hru2'9 1  ~tmli mx   tjjn£1 h:J~ dl:fl2 ms fnrhm '1 ms g'ij mti  tSl g
                            GV                           GV[&               __..   b.
           ~2?1'!:3s  y  = ~  l:fl2nt'!:3~dl:flsmS&'nnm94'1nmMtu2'i '1
                                                         ...  u  u
              1         X       GV   t&      u
                                  1                            9
                            ef          C»C»                t:\          C)]   0   1
                 t?lm~s?'\'!:38  y  =  - 'i:fl2bl5'!:3nhl8'i  mrurun x  2nwn  + oo  t'Ult15nrulnhlHhl~
                        1         X           u  u
             lim  ~=0 '1
            x-->+oo  X


                  c<    1      '>    •      •  el   ....l  s   ""
           ~8?1'!:32  y  =-  l:fl2m'!:3ttlU~nm8tnntHlf1'1wnthlhl8'i '1
              l         X       GV             u          ""UU
                                  1                          ~  ~
                            r.f         Q)C))                            C»   0   I
                 t?lm~8?1'!:38  y  =  - l:fl2bl5'!:3nhl8'i  mrurun  x  2nwn  -oo  t'Ult15nrulnhlHhla
                        l         X           U  u
            lim  ~  =  0  '1
           X-> --coX








                                            3
                          f:irulSltU~n   lim  x sb   lim  (-2x )  '1
                                                            3
                                       x->-co      x->+oo
                                       3
                       lim  i  =  (  lim  x)  =  - oo
                       X  --> -CO   X  --> -00
                                                3
                        lim  (-2i)  =  -2(  lim  x)  =- oo
                       x-->+cc          x-->+co
                                                        4
                                        lim  _!_  sb  lim   '1
                                       x->::toox 2   x-)>

                       lim  _!_  =  ----:: =  0
                            2
                      x _. ±cox  (  lim
                                 x- :teo
                                    1
                       lim  ± =          = 0
                      X-> ±CO i   ( lim  X)  3
                                 X-> :!:CO





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