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VED1
          E L-LOVELY-H math7-1     IInd  21-10-11     IIIrd  24-1-12     IVth  21-4-12     Vth  20-8-12     VIth 10-9-12





           noEPk;soh dk rfDs

                     B'N       i/eo       and       T[go'es cbB ftZu oZyd/ jK t XBkswe ;fEo nze j?.
                                                         2
                                                               2
                                                                        2
                                                                  2
                                                                     2
                               sK                 f (tx, ty) = (tx)  – (ty)  = t  (x  – y )
                                                       2
                                                                           = t  f (x, y)
                                                            3
                                                        3
                               i/eo cbB           f (x, y) = x  – y   j? sK
                                                        3
                                                               f (tx, ty) = t  f (x, y)
                                                        n
                                                                 f (x, y) = x  - y
                                                           n
                                                        n
                               sK                  f (tx, ty) = t  f (x, y)
                               ;wo{g cbB dk j'o T[dkjoD,
                                                         2
                                                                 2
                                                                  f (x, y) = x  + xy – 3y
                                                         2
                               sK,                  f (tx, ty) = t  f (x, y)
                                                                        3
                                                         3
                                                              2
                                                                    2
                                                                   f (x, y) = x  + 3x y – 3xy  + y
                                                         3
                               ns/,                 f (tx, ty) = t  f (x, y)
                               cbB B{z j/m nB[;ko fby/ ;ed/ jK^
                                        n
                               f (tx, ty) = t  f (x, y)


                                B'N;        T[go'es cbB f (x, y)n e'fN dk ;wo{g cbB j?. noEPk;so ftZu finkdkso
                                          Iho' e'fN d/ cbB dk gq:'r ehsk iKdk j?.

                               T[dkjoD 1 L

                               sK,


                               T[dkjoD 2 L






                               T[dkjoD 3L i/eo q wksok, p ehws ns/ y nkwdB j? sK wzr cbB fBwB jB

                               q = f (p, y) =    fiZE/ k ;fEo nze j?.

                               sK


                               fJ; soQK id'A w{b p ns/ nkwdB x fJZe jh nB[gks ftZu pdbd/ ofjzd/ jB sK wzr q ftZu e'Jh
                               gfotosB BjhA j[zdk.

                               1. Euler’s Theorem states that all factors of production are increased in a given proportion resulting
                               output will also increase in the same proportion each factor of production (input) is paid the value of
                               its marginal product, and the total output is just exhausted.


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