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          E L-LOVELY-H math7-1     IInd  6-8-11     IIIrd  24-1-12     IVth  21-4-12     Vth  20-8-12     VIth 10-9-12






                                                                          fJekJh^7 L ;wo{g cbB ns/ :{bo; gqw/:

                3H cbB fJ; wkBsk T[Zs/  nXkfos j? fe seBheh frnkB ;fEo ofjzdk j? ns/ T[sgkdB      B'N
                gqfefonktK ftZu seBheh gfotosB  BjhA j[zd/  jB. gozs{ T[sgZsh dk g?wkBk th seBheh
                gfotosB ftZu gotofss j' ;edk j?. fJ; soQK ;fEo seBheh dh fJj wkBsk M{mh j?.
                4H e'p^v'rb; T[sgkdB  cbB fJj wzB e/ uZBdk j? fe ;ko/ ;kXB  (Inputs)  ;wo{g  j[zd/ jB.
                n;b ftZu fJZe ;kXB dhnK ;kohnK fJekJhnK th ;wkB e[PB BjhA j[zdhnK jB. T[dkjoD ti'A,
                fwjBs iB;zfynk ftZu e[ZM wId{o sK e[Pb j[zd/ jB ns/ e[ZM BjhA.
                5H fJj T[sgkdB cbB dh e'Jh T[Zusw ;hwk fBoXkfos BjhA eodk j?. fJ;h ;zdoG ftZu n?wH
                gq'H uKd  (M.  Chand)  dk efjDk j?, “feT[Afe cbB  P  (T[sgkdB) d/ bJh e'Jh T[Zusw ;hwk
                fBPfus BjhA eodk j?, fJ; bJh fJj ;[thXkiBe j't/rk fe fttjko ftZu cbB dk nzeVk wkg
                                                                 1
                eoB d/ bJh fJ;d/ w{bK B{z fJZe ;hwk s'A pkjo Bk ehsk ikt/.”
                6H cbB d/ α ns/ β eqw nB[;ko T[sgkdB ftZu fwjBs ns/ g{zih d/ fjZ;/ B{z gqdofPs eod/ jB.
                fJj sK th ;Zu j[zdk j? id'A fe pkIko ftZu g{oD gqsh:'frsk dh ;fEsh gkJh iKdh j?. gozs{ i/eo
                noEftt;Ek ftZu ng{oD gqsh:'frsk iK J/ekfXeko dh ;fEsh gkJh ikt/ sK T[go'es ;zpzX gqkgs
                BjhA ehsk ik ;edk.
                7H feT[A i' fJj ;kXBK sdh e/tb XBkswe ;hwKs T[sgkdesk T[Zs/ fXnkB fdzdk j?, fJ; soQK fJj
                ;kXB dh foDkswe ;hwKs T[sgkdesk B{z G{bk fdzdk j?. id'A fe fe;h ;kXB dh  ;hwKs
                T[sgkdesk Iho' iK foDkswe th j' ;edh j?.
                8H nkyoh, cbB T[sgkdB d/ ;kXBK d/ nyohb/ ;zpzX d/ pko/ ftZu ikDekoh d/D ftZu n;woZE j[zdk
                j?.

                7H4 ;hHJhHn?;H (;fEo gqfs;EkgB b'u) T[sgkdB cbB
                    (The C.E.S. Production Function)                      .

                e'p^v'rb; T[sgkdB ftZu fJj toDB ehsk ik u[Zek j? fe fJ; ftZu gqfs;EkgB dh b'u
                (Elasticity  of  Substitution)  jw/PK fJekJh j[zdh  j?. fJZE/ n;hA fJZe  nfij/ T[sgkdB  cbB dk
                toDB eoKr/ fi; ftZu gqfs;EkgB dh b'u ;fEo (io{oh BjhA j? fe gqfs;EkgB b'u fJekJh d/
                pokpo j't/) j[zdh j?. fJj ;fEo gqfs;EkgB  b'u T[sgkdB cbB  (Constant  Elasticity
                Substitution Production Function) d/ Bkw Bkb ikfDnk iKdk j?. fJ; cbB dk ;{soheoD d  '
                ftfGzB noEPk;sohnK d/ ;w{jK B/ ehsk j?. gfjb/ ;w{j ftZu e/Hi/H no' (K.J. Arrow), u/Boh
                (Chenery), phHn?;H fwBjk; (B.S. Minhas) ns/ nkoHn?wh ;/b' (R. M. Salow) nkT[Ad/ jB id'A
                fe d{i/ ftZu n?wH pokT{B (M. Brown) vh eBh (De Cani) nkT[Ad/ jB. Gkt/A fe fJ; cbB B{z
                T[jBK B/ fGzB o{gK ftZu  ;{soheoD ehsk ;h gozs{ Bshik  (Result)  ;wkB  ;B. gfjb/ ;w{j B/
                ;hHJhHn?;H (C.E.S.) T[sgkdB cbB B{z j/m nB[;ko do;kfJnk j?^
                                        -α
                                                  -α -u/α
                                               P = γ[δ C  + (1 – δ)N ]
                                               (γ > 0, 0 <  δ < 1,α > –1)
                fiZE/  P  & T[sgkdBl  C  & g{zih ;kXBl  N  & fwjBs ;kXBl  α  & gqfs;EkgB g?okwhNo
                (Substitution  Parameter);  γ  & seBheh e[Pbsk r[DKe iK e[Pbsk g?okwhNo  (Technical
                Efficiency Coefficient or Efficiency Parameter) (;hHJhHn?;H cbB ftZu fJZE/ e'p^v'rb; ftZu A
                dh soQK gq:'r ehsk iKdk j?)l δ & g{zih shposk r[DKe (Coefficient of Capital Intensity) (fJZE/
                e'p^v'rb; cbB ftZu α dh soQK ekoi eodk j?.)l
                                         1 ^ δ & fwjBs shposk r[DKe (Labour Intensity Coefficient)
                                                               v & ;wo{gsk e'fN (Degree of Homogeneity)



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