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VED1
          E L-LOVELY-H math12-1     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       12H1 ftnkge nB[ebB (Comprehensive Integrals)

                               fBy/VB rfDs d[nkok, n;hA ikDd/ jK fe i/eo  f  (x)  dk fBy/VB r[DKe  (differential
                               coefficient) F (x) j?, sK f (x) + c dk fBy/VB r[DKe th F (x) jh j't/rk, fiZE/ c e'Jh ;t?^
                               fJS[Ze nuo (arbitrary constant) j?.

                               Gkt i/eo

                               sK

                               ∴

                               fJZE/ c fJZe ;t?^fJS[Ze nuo j? fi;d/ n;zfyn wkB j' ;ed/ jB.
                               fJ; soQK fe;h cbB dk nB[ebB ftbZyD (unique) BjhA j[zdk, feT[Ai' c B{z fGzB^fGzB wkB d/D s/
                               F (x) d/ eJh nB[ebB (integrals) gqkgs j[zd/ jB, fJ; bJh i/eo f (x), F (x) dk e'Jh nB[ebB
                               (integrals) j't/, sK f (x) + c T[;dk ftnkge nB[ebB (Comprehensive Integral) j't/rk.



                               eh s[;hA ikDd/ j'   ;t?^fJS[Ze nuo c B{z nB[ebB nuo (Constant of integration) efjzd/ jB.

                               12H2 wkBe nB[ebB (Standard Integral)
                               wkB cbBK d/ fBy/VB r[DKe d/ nXko s/ n;hA e[ZM wZy cbBK d/ nB[ebBK B{z gsk eoKr/, fijV/
                               fBwB jBL

























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