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bdkbZ—25% py&ekè; dh jhfr




            o"kZ   :    1975    1976    1977   1978    1979    1980    1981    1982   1983            uksV
            ewY;   :     506    620     1036    673     588     696    116     738     663
                                                                      (B.Com., Pass, Delhi 1988)
            gy (Solution):            pkj o"khZ; py&ekè;ksa dk ifjx.ku

                     o"kZ        ewY;       pkj&o"khZ;   ;qXeksa osQ  pkj&o"khZ; py ekè;
                                            py ;ksx      py ;ksx      (Col. iv ÷ 8)
                     (i)         (ii)        (iii)        (iv)           (v)
                    1975        506
                    1976        620
                                    →        2835
                    1977        1036             →        5752          719.0
                                    →        2917
                    1978        673              →        5910          738.8
                                    →        2993
                    1979        588              →        6066          758.3
                                    →        3073
                    1980        696              →        6211          776.4
                                    →        3138
                    1981        1116             →        6351          793.9
                                    →        3213
                    1982        738
                    1983        663


            25-4 py&ekè;ksa dh fo'ks"krk,¡ (Characteristics of Moving Average)


            izo`fÙk fo'ys"k.k osQ lanHkZ esa py ekè;ksa dh fuEu fo'ks"krk;sa mYys[kuh; gSaμ
             (1)  py ekè; dky&Js.kh dh ljfyr izo`fÙk dks O;Dr djrs gSaA iQyr% buls fu;fer o vfu;fer nksuksa
                  izdkj osQ vYidkfyd mPpkopuksa dk foyksiu ;k fujlu (elimination) gks tkrk gSA
             (2)  ;fn ewy&lead mPpkopu jfgr gSa rks muosQ py&ekè; Hkh fcYoqQy ogh gksaxs vFkkZr~ ewy leadksa rFkk
                  py&ekè;ksa dh ,d gh ljy js[kk vafdr gksxhA
             (3)  py ekè; oØjs[kh; izo`fÙk (curvi-linear trend) dh oØrk dks de dj nsrs gSaaA ;fn ewy&leadksa dk
                  oØ vory (concave) gS rks py ekè; dk oØ blls uhps gksxk vkSj ewy oØ mÙky (convex) gksus
                  ij og mlls Åij gksxkA gk¡! py ekè; vofèk yEch gksxh mldk oØ ewy oØ ls mruk gh nwj gksxkA





                              py ekè; vfu;fer ;k nSo mPpkopuksa dks i`Fkd (isolate) ugha dj ikrs] mUgsa
                              osQoy de dj ldrs gSaA

            py ekè; jhfr osQ xq.k
             (1)  miufr Kkr djus dh ;g jhfr le>us rFkk iz;ksx dh n`f"V ls vR;kfèkd ljy gSA
             (2)  blls izkIr ifj.kke ifj'kq¼ gksrs gSaA



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