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VED1
          E L-LOVELY-H math13-1     IInd  6-8-11     IIIrd  24-1-12     IVth  21-4-12     Vth  20-8-12





           noEPk;soh dk rfDs

                     B'N











                                                                             n
                                      n
                               13H3 x  d/ cbB dk nB[ebB (Integration of x  Function)
                                    n
                                                  n-1
                                                                                               n
                               i/eo x  d/ cbB ftZu x  dk r[DBcb fdZsk j[zdk j? sK T[; cbB dk nB[ebB x  = t wzB e/
                               ehsk ik ;edk j?.
                               n;hA ikDd/ jK fe
                                                                    , fiZE/

                               j[D i/eo fJ; ;{so ftZu


                               ∴              oZyhJ/ sK n Bkb Gkr d/D s/







                                                                                        n
                               eh s[;hA ikDd/ j'       i/eo nB[ebe dk o{g         j?, sK  x  = t  wkB oZyD Bkb
                                                  nB[ebB ;ob j' iKdk j?.

                                                         jZb ;fjs T[dkjoD

                                                 2
                               T[dkjoD 1L cbB cos  x sin x dk x d/ ;kg/y nB[ebB gsk eo'.
                               jZb L                             t




                                                                                                                     T[Zso


                               T[dkjoD 2H           dk wkB gsk eo'.

                                                               3
                               jZb L wzfBnk                      1 – x  = t
                                                                2
                               ∴                                                       – 3x  dx = dt


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