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bdkbZμ6: vifdj.k% vFkZ ,oa fo'ks"krk,¡] vifdj.k osQ lkis{k ,oa fujis{k eki] jsat] prqFkZd fopyu ,oa 'kred foLrkj




                  (3) 'kred foLrkj (Percentile Range),                                                uksV
             (b)  fopyu ekè; jhfr (Method of Averaging Deviations)—
                  (4) prqFkZd fopyu (Quartile Deviation),
                  (5) ekè; fopyu (Mean Deviation),

                  (6) izeki fopyu (Standard Deviation),
                  (7) vU; eki (Other Measures),
             (c)  fcUnqjs[kh; jhfr (Graphic Mehtod)—

                  (8) ykWjsat oØ (Lorenz Curve)|
            vifdj.k osQ ,d vkn'kZ eki osQ vko';d xq.k
            (Essential Properties of a Good Measure of Dispersion)
            vifdj.k osQ ,d vkn'kZ eki esa fuEu xq.k gksus pkfg,μ

             (1) ;g Li"V ,oa fLFkj :i ls ifjHkkf"kr gksuk pkfg,A
             (2) ;g leadekyk osQ lHkh inksa ij vk/kfjr gksuk pkfg,A
             (3) bldh x.kufØ;k ljy gksuh pkfg,A

             (4) ;g izfrp;u mPpkopuksa ls izHkkfor ugha gksuk pkfg,A
             (5) bldk vkxs chtxf.krh; foospu lEHko gksuk pkfg,A
            Lo&ewY;kadu (Self Assessment)

            1- fjDr LFkkuksa dh iw£r djsa (Fill in the blanks)μ
              1.  ---------  dk laca/ leadksa dh ,d:irk ls gSA

              2.  vifdj.k inksa osQ  ---------  ;k varj dk eki gSA
              3.  lkaf[;dh esa vifdj.k  ---------  vFkks± esa iz;ksx fd;k tkrk gSA
              4.  ---------  dh /kj.kk dk iz;ksx {ks=k vR;f/d O;kid gSA

            6-2 vifdj.k osQ fujis{k ,oa lkis{k eki (Absolute and Relative Measures of

                Dispersion)


            fdlh lead Js.kh osQ lcls cM+s vkSj lcls NksVs ewY; osQ vUrj dks mldk foLrkj ;k ijkl (Range) dgrs
            gSaA ;g vifdj.k Kkr djus dh lcls ljy ,oa voSKkfud jhfr gSA ;g fdlh Hkh Js.kh osQ pje (lhekUr)
            ewY;ksa dk vUrj gksrk gSA bldh x.kuk fuEu izdkj dh tkrh gSμ
              1.  O;fDrxr Js.kh esaμigys Js.kh osQ vf/dre ewY; o U;wure ewY; Kkr dj ysrs gSa fiQj fuEu lw=k
                  dk iz;ksx djrs gSaμ
                                 R = L – S      R = foLrkj (Range)
                                                L = lcls cM+k ewY; (Largest Value)

                                                S = lcls NksVk ewY; (Smallest Value)
              2.  [kf.Mr Js.kh esaμvko`fÙk Js.kh esa foLrkj fudkyrs le; osQoy inewY;ksa dks è;ku esa j[kk tkrk

                  gS vkSj vko`fÙk;ksa dks fcYoqQy NksM+ fn;k tkrk gSA

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