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lkekftd 'kks/ dh i¼fr



                  uksV


                                  VkLd  lkaf[;dh; ekè; fdls dgrs gSa\ foLrkjiwoZd o.kZu djsaA



                                27-3  ekè;ksa osQ izdkj (Types of Averages)


                                loZJh ?kks"k vkSj pkS/jh  (Ghosh and Chaudhry) us ekè;ksa osQ vxzfyf[kr izdkjksa dk mYys[k fd;k
                                gSµ
                                   I. fLFkfr ekè;  (Average of Position)
                                      (1) cgqyd  (Mode)

                                      (2) eè;kad  (Median)
                                  II. xf.krh; ekè;  (Mathematical Averages)
                                      (1) lekUrj ekè;  (Arithmetic Averages or Mean)

                                      (2) T;kferh; ;k xq.kksÙkj ekè;  (Geometric Mean)
                                      (3) gjkRed ekè;  (Harmonic Mean)
                                      (4) lehZdj.k ekè;  (Quadratic Mean)
                                 III. vU; O;kogkfjd ekè;  (Other of Business Averages)

                                      (1) Hkzfer ekè;  (Moving Average)
                                      (2) izxfr'khy ekè;  (Progressive Average)
                                mijksDr izdkj osQ ekè;ksa esa ls osQoy mUgha fo"k; esa foospuk djsaxs ftudk fd lkekftd vuqlUèkku&dk;Z
                                ls rF;ksa osQ fo'ys"k.k o O;k[;k osQ fy, fo'ks"k :i esa iz;ksx fd;k tkrk gSA

                                lekUrj ekè; (Arithmetic Average or Mean)

                                loZJh ?kks"k rFkk pkS/jh osQ vuqlkj] ^^lekUrj ekè; ftls fd lekUrj ekè; ;k osQoy ekè; Hkh dgrs
                                gSa og ifj.kke gS tks fd fdlh py (variable) esa inksa osQ ewY;ksa osQ ;ksx dks mudh la[;k ls Hkkx
                                nsdj izkIr gksrk gSA**

                                mijksDr ifjHkk"kk ls ;g Li"V gS fd lekUrj ekè; okLro esa vkSlr fudkyuk gS ftlosQ fo"k; esa NksVh
                                d{kkvksa osQ fo|kfFkZ;ksa dks i<+k;k tkrk gSA ;fn gesa izR;sd bdkbZ dk ewY; vyx&vyx ekywe gS rks
                                lekUrj ekè; ;k vkSlr fudkyus osQ fy, mu lHkh bdkb;ksa dks tksM+dj bdkb;ksa dh la[;k ls Hkkx ns
                                nsaxsA Hkkx nsus ls tks ifj.kke izkIr gksxk mls vkSlr ;k lekUrj ekè; dgrs gSaA bl izdkj ;g Li"V gS
                                fd lekUrj ekè; dh fuEufyf[kr fo'ks"krk,¡ gSaµ
                                (v) lekUrj ekè; oqQy inksa osQ eki osQ ;ksx dks inksa dh la[;k ls Hkkx nsdj fudkyk tkrk gSA

                                (c) blesa leLr in ewY;ksa dk mi;ksx fd;k tkrk gS vFkkZr~ leLr inksa dks leku egÙo fn;k tkrk
                                      gSA fdlh ewY; dh u rks mis{kk dh tkrh gS vkSj u egÙo fn;k tkrk gSA in dh x.kuk osQoy
                                      ,d ckj gksrh gSA

                                (l) ;fn lekUrj ekè; rFkk inksa dh la[;k Kkr gks rks oqQy inksa dk okLrfod ;ksx tkuk tk ldrk
                                      gSA blh izdkj inksa dh la[;k Hkh tkuh tk ldrh gSA

                                (n) lekUrj ekè; vko`fÙk;ksa ij fuHkZj ugha jgrk cfYd leLr inksa osQ ewY; ij fuHkZj jgrk gSA


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