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VED1
          E L-LOVELY-H math10-1     IInd  6-8-11     IIIrd  24-1-12     IVth  21-4-12     Vth  20-8-12     VIth 10-9-12





           noEPk;soh dk rfDs

                     B'N       tZX s'A tZX T[g:'rsk d/ d{i/ eqw d/ fBy/Ve dk p'ovv j/; ;kofDe XBkswe j'dk ukjhdk j?,
                               Gkt
                                                           ⋅⋅⋅
                                                                   −
                                                    f     f         f      p
                                                     11  12    1n    1
                                                            ⋅⋅⋅
                                                                   −
                                                    f     f         f     p
                                                     21  22     2n    2
                                                     ⋅   ⋅      ⋅    ⋅
                                                          ⋅ ⋅  ⋅ ⋅  ⋅ ⋅  ⋅ ⋅  >  0
                                                            ⋅⋅⋅
                                                                   −
                                                    fn     fn        fnn    p
                                                     1   2           n
                                                               −
                                                            ⋅⋅⋅
                                                    −  p     p        p     0
                                                        −
                                                      1
                                                          2
                                                                  n
                               ;wheoD ftZu ;bN;eh ;wheoD j't/rh^
                                                    q ∂   ∂ q          q ∂ 
                                                                    −
                                                         i  =   i   u =  const. q   i    p =  const.
                                                    p ∂  i    p ∂  i     y ∂  
                               b'u d/ o{g ftZu^;bN;eh ;wheoD d/ d'B'A gk;/ p i /q i  Bkb r[Dk eoB s/
                                              p  ∂ q   p  ∂ q      p   q ∂ 
                                                   i    i    =  i    i    −  q i  i    i  
                                              q i   p ∂  i   q i   p ∂  i  u= const.  q i   y ∂   p= const.
                                                           pq
                               iK                       η =η −  ii  =η
                                                                  1y
                                                        is
                                                    ip
                                                            y
                               fJZE/                     η & dh b'u,
                                                   ip
                                                         η & gqfs;EkgB b'u ns/
                                                    is
                                                         η & nkw b'u B{z gqdofPs eod/ jB.
                                                    iy
                               gqfs;Ekfgs ns/ g{oe t;s{nK (Substitutes Goods and Complementary Goods)
                               i/eo d' t;s{nK gqfs;Ekfgs  jB sK gqfs;EkgB gqGkt XBkswe  (Positive)  j[zdk j?. fJ;d/
                               T[bN i/eo d' t;s{nK g{oe jB sK gqfs;EkgB gqGkt foDkswe (Negative) j[zdk j?. Gkt
                                               ∂ q 
                                                            >
                                                    2   U =  const. 1,  gqfs;Ekfgs t;s{nK
                                                p ∂  1 
                                               ∂ q 
                                                            <
                                                    2   U =  const. 1,  g{oe t;s{nK
                                                p ∂  1 
                                               ∂ q 
                                                            =
                                                    2   U =  const. 0,  ;[szso t;s{nK
                                                p ∂  1 
                               ;XkoD t;s{nK, jhB t;s{nK ns/ frfcB t;s{nK (Normal Goods, Inferior Goods and
                               Giffon Goods)
                               n;hA ikDd/ jK fe
                                              ehws gqGkt & gqfs;EkgB gqGkt O nkwdB gqGkt
                               ;XkoD t;s{nK d/ bJh nkwdB gqGkt XBkswe j[zdk j?, Gkt

                                                              ∂ q 
                                                               1  
                                                               y ∂   ehws =;fEo < 0
                               ehws ftZu ewh j'D d/ ekoB XBkswe nkwdB gqGkt, XBkswe gqfs;EkgB gqGkt B{z wIp{s
                               eodk j?. fJ;d/ T[bN ehws tXD s/ T[gG'esk dh n;b nkwdB xZN j[zdh j? ns/ gqfs;EkgB
                               gqGkt q 1  wksok  B{z xZN eoB d/ bJh wIp{s gfotofss j[zdh j?, Gkt



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