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bdkbZµ7% miHkksx iQyu osQ fl¼kar



          lhekar miHkksx izo`fÙk  (MPC)  gS vkSj  Y  iz;ksT; vk;  (disposable income) gS tks dj nsus osQ i'pkr  uksV
                                         d
          miHkksDrkvksa osQ ikl O;; djus gsrq jgrh gSA
          miHkksx rFkk vk; esa ;g lacaèk osQU”k osQ ^miHkksx osQ euksoSKkfud fu;e* ij vkèkkfjr gS tks crkrk gS fd tc
          vk; c<+rh gS rks miHkksx O;; Hkh c<+rk gS ijarq vis{kkÑr de ek=kk esaA nwljs 'kCnksa esa] vk; esa o`f¼ (;k deh)
          gksus ij miHkksx O;; Hkh c<+rk (;k ?kVrk) rks gS ijarq vkuqikfrd  (proportional) :i esa ughaA bl
          xSj&vkuqikfrd (non-proportional) miHkksx iQyu dh èkkj.kk dk vFkZ gS fd vYidkyhu vkSlr izo`fÙk (APC)
          vkSj lhekar miHkksx izo`fÙk (MPC) nksuksa esy ugha [kkrh gSaA cfYd APC  > MPC vkSj fd MPC èkukRed
          (positive) gksrh gS ijarq bdkbZ ls de % 0 < MPC < 1. vafre] osQU”kh; miHkksx iQyu dh vYidky vkSj
          nh?kZdky nksuksa esa fLFkj eku fy;k x;k gSA osQU”k dk ;g fl¼kar vlarks"ktud fl¼ gqvk D;ksafd ;g miHkksx vkSj
          vk; esa lkaf[;dh; nh?kZdkyhu vkuqikfrdrk dh O;k[;k ugha dj ldkA
          bls le>us osQ fy, ge vkuqikfrd vkSj xSj&vkuqikfrd miHkksx iQyu esa Hksn djrs gSaA miHkksx iQyu vkuqikfrd
          gksrk gS tc vk; osQ izR;sd Lrj ij APC fLFkj gks vkSj MPC osQ cjkcj gks tSlk fd fp=k 7-1 esa n'kkZ;k x;k
          tgk¡ miHkksx iQyu C  ewy O ij dkVrk gSA tc vk; esa ifjorZu Øe'k% OY  vkSj OY  gksrk gS rks bl C oØ
                                                                  1      2
          osQ lkFk&lkFk E  vkSj E  ¯cnqvksa ij APC = MPCA nwljs 'kCnksa esa] 45° js[kk osQ E  ¯cnq ij APC = OC /OY
                      1    2                                         1               1   1
          = 1 vkSj MPC = DC/DY = 1 miHkksx iQyu xSj&vkuqikfrd gksrk gS tc vk; osQ c<+us (;k de gksus) osQ lkFk
          APC  de gksrh (;k c<+rh) gSA fp=k 7-2 esa C miHkksx iQyu gSA OY  vk; Lrj ij C oØ osQ ¯cnq E ij APC
                                                            1
          > MPC, tgk¡ APC = OC /OY  vkSj MPC = DC/DY = ER/RE  ijarq Hkkx osQ OY  Lrj ij tc C  oØ 45°
                             1   1                       0            0
          js[kk dks E ¯cnq ij dkVrk gS] ogk¡ APC = MPC.
                  O

                                          C

                         Consum ption  C C  2 1  E  1   C  E  2  Consum ption  C C  1 0  E  Y E  C  C
                                                                        R
                                                                    0
                                 Y
                               45°                             45º
                           O     Y 1  Y 2                 O       Y 0  Y 1
                                incom e                         incom e

                                fp=k 7-1                        fp=k 7-2




             uksV~l  osQU”k us viuh iqLrd General Theory esa miHkksx iQyu osQ fl¼kar dks izfrikfnr fd;k gSA


          1930 osQ n'kd osQ var esa rFkk 1940 osQ n'kd osQ eè; esa vusd ,sls izR;{k vè;;u fd;s x;s tks ctV vadksa
          osQ fr;Zd~ Nsn (cross-section) rFkk dky Jsf.k;ksa (time-series) ij vkèkkfjr FksA bu vè;;uksa ls osQU”k dk
          miHkksx iQyu fl¼kaar izekf.kr gqvk tks fujis{k vk; ifjdYiuk (absolute income hypothesis) dgykrk gSA
          1946 esa oqQ”kusV~l (Kuznets) us la;qDr jkT; vejhdk osQ 1869&1938 dh vofèk osQ miHkksx rFkk vk; osQ
          vk¡dM+ksa dk vè;;u fd;k vkSj bl vofèk dk miHkksx iQyu 0-9 vk¡dkA fiQj og bu fu"d"kks± ij igq¡pk fd
          nh?kZdkyhu i;ZUr] vkSlru APC esa uhps dh vksj tkus dh dksbZ izo`fÙk n`f"Vxr ugha gqbZ ftlosQ ifj.kkeLo:i
          T;ksa&T;ksa nh?kZdkyhu izo`fÙk osQ lkFk vk; c<+h] R;ksa&R;ksa MPC osQ cjkcj APC gksrk x;kA bldk eryc gS fd
          nh?kZdkyhu miHkksx iQyu ,slh ljy js[kk gS tks ewy ¯cnq esa ls xqtjrh gS] tSlk fd fp=k 7-3 esa C js[kk }kjk
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