Page 137 - DECO403_MATHEMATICS_FOR_ECONOMISTS_PUNJABI
P. 137

VED1
          E L-LOVELY-H math8-1     IInd  21-10-11     IIIrd  24-1-12     IVth  21-4-12     Vth  20-8-12     VIth 10-9-12






                                                                     fJekJh^8 L fBy/VB dk noEPk;so ftZu T[g:'r

                T[Zso L (I) wzr dh fsoSh b'u (Cross Elasticity of Demand)                         B'N

                wzr cbB fJj do;kT[Adk j? fe fe;h t;s{ dh wzr T[; t;s{ dh ehws dk cbB j[zdk j?. gozs{
                fe;h t;s{ dh wzr d{ih ;zpzXs t;s{nK dh ehws dk th cbB j[zdh j?. wzr dh fsoSh b'u fJj
                dZ;dh j? fe ;zpzXs t;s{ dh ehws ftZu gfotosB j' ikt/ sK T[jBK d/ ekoB t;s{ dh wzr ftZu
                gfotosB j' ikt/rk. wzfBnk fJZE/ d' t;s{nK X ns/ Y jB. fJZE/ Y-t;s{ dh ehws d/ ekoB X-
                t;s{ dh ehws wzr ftZu gfotosB j[zdk j?, Gkt



                T[dkjoD 7H i/eo fe;h g{oD gqsh:'frsk cow dk wzr ns/ g{osh cbB fBwB j?^
                wzr cbB              P = 30 – x
                                        2
                g{osh (bkrs) cbB   C = x  + 6x + 7
                sK T[sgkdB d/ fe;h ;so T[Zs/ bkG tZX s'A tZX j't/rk ns/ w[Zb, bkG ns/ ;eb nkrw d/
                ;zrs wkB eh j'Dr/<
                jZbL cow d/ tZX s'A tZX bkG dh dPk ftZu fBwB PosK g{oD j'DhnK io{oh jB^

                                             ∂π
                                    MR = MC iK   =  0                                              HHHHHH(i)
                                              x ∂
                                 ∂ π
                                  2
                ns/                  <  0                                                            HHHHH(ii)
                                  x ∂  2
                fJZE/ ;eb bkG π & e[ZbQ nkrw (R) & e[ZbQ bkrs (C)

                e[ZbQ nkrw (R) & w[Zb × t;s{ dh wksok




                fJ;h soQK



                ;zs[bB dh dPk ftZu MR = MC
                                          30 – 2x = 2x + 6
                iK                  –4x = –30 + 6 = –24

                                      24
                iK                     x =  =  6
                                      4
                x dk wkB d{ih soQK th eZfYnk ik ;edk j?^
                                                       2
                                                  2
                                                    π = R – c = (30x – x ) – (x  + 6x + 7)
                                           2
                                               2
                                                       = 30x – x  – x  – 6x – 7
                                            2
                                                       = 24x – 2x  – 7
                x d/ ;zdoG ftZu fBy/VB eoB s/
                                 ∂π
                                      = 24 4x
                                        −
                                  x ∂


                                           LOVELY PROFESSIONAL UNIVERSITY                                               131
   132   133   134   135   136   137   138   139   140   141   142