Page 329 - DECO403_MATHEMATICS_FOR_ECONOMISTS_HINDI
P. 329

VED1
          E\L-LOVELY-H\math21-1 IInd 21-10-11  IIIrd 24-1-12 IVth 21-4-12 Vth 20-8-12 VIth 10-9-12 VIIth 11-5-13


                                                                              bdkbZ     lkjf.kd % izdkj ,oa xq.k&/eZ




                                                                                                   uksV
                           4   −  2    4                2
             mnkgj.kkFkZµ           4           5
                         −  3   5          5       − 3
                                        4  " 8 %  5  5   8 5    4  / 5 & 4  "

          r`rh; dksfV  	
  
   
    osQ lkjf.kd dk foLrkj
          eku yks r`rh; dksfV dk lkjf.kd gSµ
                                         a 1  b 1  c 1
                                      4  a 2  b 2  c 2
                                         a 3  b 3  c 3

          lkjf.kd dk foLrkj lk/kj.kr;k igyh iafDr       osQ vo;oksa osQ lkis{k vFkok igys LrEHk       
  osQ
          vo;oksa osQ lkis{k fd;k tkrk gSA
                 igyh iafDr osQ vo;oksa (       ) osQ lkis{k foLrkj  #$! 
  
  
 *   
    1

              5

          dYiuk djks fd   ∆ 4     5   
 3

          tgk¡  7 
7 
 Øe'k% lkjf.kdksa dks izdV djrs gSaA
          uksVµ foLrkj esa inksa osQ fpÉ Øe'k%                  Øe esa ysrs gSaA

           7 
7 
 dks fuEufyf[kr fof/ }kjk Kkr djrs gSaµ
                           4    ftl iafDr rFkk LrEHk esa vkrk gS mUgsa NksM+us ij izkIr lkjf.kd

                         
 4    ftl iafDr rFkk LrEHk esa vkrk gS mUgsa NksM+us ij izkIr lkjf.kd

                         
 4    ftl iafDr rFkk LrEHk esa vkrk gS mUgsa NksM+us ij izkIr lkjf.kd

          ;gk¡]    igyh iafDr rFkk igys LrEHk esa vkrk gS_ vr% bUgsa NksM+us ij izkIr lkjf.kd

                                         b    c
                                 9 9 4    2    2
                                         b 3  c 3

          blh izdkj]    igyh iafDr rFkk nwljs LrEHk esa vkrk gS] vr% bUgsa NksM+us ij izkIr lkjf.kd

                                         a    b
                                 9
9 4     2   2
                                         a 3  b 3

          rFkk    igyh iafDr rFkk rhljs LrEHk esa vkrk gS] vr% bUgsa NksM+us ij izkIr lkjf.kd

                                         a    b
                                 9
9 4     2   2
                                         a 3  b 3
          lehdj.k (1) ls] fn;s gq, lkjf.kd dk foLrkj djus ij ikrs gSaµ
                                         b    c         a   c         a    b
                                      4  b 2 3  c 2 3  −  b =  1  a 2 3  c 2 3  +  c =  1  a 2 3  b 2 3


                                                 5       5          5       3         5









                                               5        5        5        3        5
   324   325   326   327   328   329   330   331   332   333   334